FORTHCOMING IN: International Journal of Social Economics, Vol. 31 (4), 2004 Morris Altman and Louise Lamontagne, “Gender, Human Capabilities and Culture Within the Household Economy: Different Paths to Socio-Economic Well-Being?” International Journal of Social Economics, Vol. 31 (4), 2004 Morris Altman Department of Economics University of Saskachewan Email: [email protected] Louise Lamontagne Department of Womens’ and Gender Studies University of Saskatchewan Email: [email protected] Contact address: Morris Altman University of Saskatchewan 9 Campus Drive Saskatoon, Saskatchewan Canada S7N 5A5 Tel: (306) 966-5198 Fax: (306) 966-5232 Biblio: Morris Altman is Professor and Head of the Department of Economics at the University of Saskatchewan and elected Fellow World Innovation Foundation (F.W.I.F.). He is also Editor of the Journal of Socio-Economics (Elsevier Science). He has published over 50 scholarly papers, including two in the International Journal of Socio-Economics. His most recent book is Worker Sastisfaction and Economic Performance: Mico-Foundations of Success and Failure (M.E. Sharpe Publishers). Louise Lamontagne is associated with the Department of Womens’ and Gender Studies at the University of Saskatchewan. She has published and written on issues of gender, ethnicity, culture, and socioeconomic development and wellbeing.
Gender, Human Capabilities and Culture Within the Household Economy: Different Paths to Socio-Economic Well-Being? Abstract: An important hypothesis put forth by Amartya Sen is that a given level of per capita real
income in a population can generate quite different levels of socio-economic well-being depending
on the economic infrastructure of that population and the distribution of income. Sen’s hypothesis
is refined in this paper to reflect the manner in which income is spent and labor is allocated and
utilized within a household specific to particular groups within society and how this impacts upon
both the level of well-being and economic efficiency. The evidence on living conditions and
mortality presented here from early twentieth century New York City, underlies the potential
significance of the household economy as a key determinant of economic well-being. Focusing
simply on per capita income estimates, even corrected for the distribution of income, misses
fundamentally important determinants of human capabilities and economic well-being with
potentially important implications for public policy.
Keywords: Gender, Capabilities, Culture, Household, Functionings, Mortaility, Sen
Econ Lit: D100, D200, D300, D600
Introduction
Amartya Sen has put forth the hypothesis that a given level of per capita real income in a
population can generate quite different levels of socio-economic well-being depending on the
economic infrastructure of that population and on the distribution of income. Sen also argues that
the distribution of income within the household affects the level of socio-economic well-being
across household members. This set of arguments stands in stark contrast to the conventional
wisdom that identifies the level of well-being with the level of real income per person and pays little
heed to the role that the macro-level or household level distribution of income can have in affecting
the level of well-being across different members of society. Sen’s hypothesis is refined in this
paper to reflect the manner in which income is spent and labor is allocated within a household
specific to particular groups within society, and how this might affect the level of economic well-
being across households. This opens the door to the incorporation of long-neglected cultural factors
as a determinant of economic wellbeing. In addition, it is also argued that a given level of income
can yield different levels of productivity with important implications for an understanding of the
potential competitiveness of different cultural groups. This latter argument is a variant of the
efficiency wage story first developed by Harvey Leibenstein to help explain the relatively low
productivity levels that characterize many less developed economies. In this scenario, there is a
positive dialectical feedback between the level of well-being and the level of labor productivity,
with higher levels of well-being improving potential productivity and realized productivity gains
positively affecting the level of well-being. Therefore, in the model presented in this paper, the
level of per capita real income does not completely determine the level of household members’
well-being. There can be considerable variation here depending on how that income is used and
distributed within the household.
Using data drawn from a number of studies, including national statistical and municipal records
as well as secondary data sources, we offer an intriguing case study, which informs the construction
of the theoretical framework presented in this paper, of how the differential use of household
income produced different outcomes, with respect to social capabilities and well-being measured in
terms of relatively lower mortality rates amongst Jewish immigrants to New York City at the turn of
the twentieth century. In particular, we find that the more efficient culturally driven use of
household income by Jewish immigrants had an important effect on their relative well-being. In a
word, Jewish immigrants got a relatively bigger bank for their buck for largely non-economic
reasons. The evidence presented here underlies the potential significance of the household
economy as a key determinant of economic well-being. The traditional approach of focusing
simply on per capita income estimates, misses fundamentally important determinants of capabilities
and economic well-being, with potentially important implications for public policy.
Sen and the Conventional Economic Wisdom
Conventional economics focuses upon real per capita income as the fundamental measure and
determinant of economic well-being. Thus, ceteris paribus, higher levels and increases to per capita
Gross Domestic Product (GDP), for example, are expected to yield improvements to the economic
well-being of at least some, if not all, members of society, and decreasing real per capita income
necessarily results in decreasing levels of material well-being. Sen refers to this as the opulence
approach to economic well-being. This approach implicitly assumes that identical levels of real
income yield identical levels of economic well-being. In part, this assumption is derived from the
identification of real income levels with economic well-being. However, as Sen points out, real
income is a means towards an end. In this case, one must better define what well-being is and to
determine whether, and the extent to which, identical levels of real income yield identical levels of
economic well-being. Sen recognizes, however, that real income can be causally related to levels of
economic well-being. In other words, increasing real income can result in improving the level of an
individual’s economic well-being and visa versa, but this need not be the case according to Sen.
Much depends on how this real income is used. Moreover, the conventional approach tends to
assume that an identical level of real income per household, controlled for the number of household
members and their age distribution, yields identical levels of economic well-being to all members of
the household and identical levels of economic well-being across all households. The former
argument follows from the assumption of the altruistic household head (Becker 1976), who
disperses household income so as to maximize the level of economic well-being of each and every
household member. In contrast, Sen points to the importance of household decision-making being
dominated by non-altruistic household heads who disperse income unequally. In this case, different
household members, especially female, realize lower levels of economic well-being (Sen 1989,
1999c; see also Nussbaum 1999, 2000, 2003).
Unlike the conventional opulence approach to economic well-being, Amartya Sen offers a theory
of entitlements, capabilities, and functionings, where the latter refers to what an individual can be
and can do, whereas the capabilities of an individual refers to the set of functionings that an
individual can choose from or what an individual is capable of being and doing. Entitlements refers
to the control over resources by an individual, which is affected by the level of per capita output
produced in society and its distribution across individuals and within the household. Capabilities
are affected by entitlements. Well-being is viewed here as a measure of what an individual can
achieve (functionings) given that individual’s advantages or real opportunities (capabilities) to
realize a particular level of economic well-being. The capabilities-functioning approach to socio-
economic well-being has focused on specific achievements of individuals, such as low rates of
mortality, morbidity, and infant mortality, high life expectancy, high rates of literacy, the gender
biases of these outcomes, and the manner in which they relate to the means afforded to individuals
(entitlements) to achieve particular capabilities.1
What a person can be and do is positively affected, in this model, by her or his command or
entitlement over commodities. To determine a person’s level of well-being, however, one must
determine what that individual actually does with those commodities or real income over which she
or he has command or entitlements over. Sen argues that real income only provides an individual
with a set of potential functionings. Real income must be converted into beings and doings through
what the individual purchases with her or his real income and how the individual utilizes the
purchased commodities. The level of real income, therefore, places a constraint upon an
individual’s choice of functionings. Higher real income broadens an individual’s scope of choice
whereas lowering the level of real income has the opposite effect. Moreover, the manner in which a
given set of commodities is converted into functionings depends on how the individual converts
these commodities into functionings, upon what Sen refers to as the utilization function. A person’s
choice of utilization function is constrained by a variety of factors, both personal and social. For
example, Sen (1999, 17) argues with regards to the nutritional achievements or functionings of an
individual, the level of nutritional well-being achieved by an individual, given her or his level of
real income or entitlements, “depends on such factors as (1) metabolic rates, (2) body size, (3) age,
(4) sex (and if a woman, whether pregnant or lactating), (5) activity levels, (6) medical conditions,
(6) medical conditions (including the presence or absence of parasites), (7) access to medical
services and the ability to use them, (8) nutritional knowledge and education, and (9) climatic
conditions.” Given these constraints, the level of nutritional well-being yielded by a given set of
commodities depends on what the individual does with these commodities. The latter is a choice
variable and it is affected by the extent and quality of relevant information (Sen 1999, 18). We
argue that these choices are also affected by the culture of the decision makers and the
determination of the decision marker. We also argue that the choice of commodities, whether to
purchase booze or bread for example, is also affected by cultural variables. All told, the level of
realized nutrition is definitely affected by the level of real income. Ceteris paribus, increasing the
level of real income should increase the level of nutrition. Also, the non-choice variables set the
upper-bound maximum to the achievable level of nutrition. Given real income and the constraints
imposed by the non-choice variables only a certain level of nutrition is realizable. But even this
upper-bound maximum need not be achieved if the individual does not choose the ‘right’ set of
commodities from those available and does not apply the ‘right’ utilization function to these
commodities, where these choices are affected by education and more general flows of information,
culture, and the objective function of the decision maker (s).
In Sen’s modeling framework, an individual’s functionings set is the dependent variable which is
a function of an array of variables, the most important of which are the set of commodities
possessed by the individual (entitlements), the manner in which these commodities are converted
into a set of commodity characteristics, and the manner in which these characteristics are used by
the individual. The following equation serves to add some precision to this narrative:
1. , ))(( xcUC =
where C is the capability set, U is the utilization function representing the manner in which the
commodity characteristics are converted into functionings, c represents the commodity conversion
function representing how the commodities are converted into their related characteristics, and x
represents the commodities which an individual can choose from. The latter, in effect, represents an
individual’s entitlements over commodities, where the individual has discretion over which
commodities to purchase or otherwise acquire. The level of per capita income in society and the
manner in which it is distributed affects the level of entitlements. The latter is affected by public
policy. An individual’s functionings (the choice of functionings made), given by F, is a function of
the individual’s C (the capability set):
2. )( ii CfF =
Sen focuses on the utilization function (U) as the key discretionary variable available to the
individual when deciding upon her or his functionings. However, the individual’s discretionary
power U is limited by the characteristics (or personal features) of the individual, such as height,
disabilities, or climate. For example, a person in a colder climate might be able to generate a lesser
level of functionings than a person in a warmer climate, ceteris paribus. It is implicitly assumed
that the commodity conversion function (C) is technologically determined and beyond the realm of
individual choice. More precisely, all individual choice is subsumed under the rubric of the
utilization function. What determines the choice of utilization function adopted by the individual is
an important question that will be elaborated upon in this paper. We argue that one important
determinant of the choice of utilization function is culture which, in turn, can be affected by
educational variables. We also argue that another important determinant of the choice of utilization
function is the individual or individuals responsible for making this choice within the household.
Also important to the level of functioning is the choice of commodities since different combinations
of commodities, given the level of entitlements, yield different levels of functionings. For Sen there
is one set of utilization functions that yield a maximum set of functionings. For example, there is
one particular utilization function that yields a maximum level of nutrition to the individual, ceteris
paribus. In this case, it is quite possible for individuals to choose a utilization function that is
suboptimal or inefficient in terms of the levels of functionings generated.
These set of arguments are illustrated in Diagram One. In this diagram, the level of functionings
is dependant upon the level of entitlements (E) or x in equation 1, where entitlements are given in
terms of real income or purchasing power. For simplicity, we assume a linear transformation
between the level of entitlements and the level of functionings, which is given by T. There are no
good economic reasons to introduce non-linearities into the argument. The slope of T is given by
the utilization function (U) and the commodity conversion function (c). In Sen’s view, there would
be a maximum level of functionings given by a particular level of entitlements. In this diagram, this
is given by T2. For example, at entitlements level E0, F2 level of functionings can be potentially
realized. The maximum level of beings and doings is contingent upon the personal characteristics
of individuals. But given such personal characteristics, whether or not an individual achieves the
maximum depends on the utilization function chosen. The more efficacious the utilization function
is, the greater the slope of T and, ceteris paribus, the higher the level of functionings. It is,
therefore, quite possible for an individual to choose a utilization function that yields T0 or T1 which
yields suboptimal levels of functionings F0 and F1 respectively, given entitlements level E0.
The focus of much of Sen’s analysis is on the determination and level of entitlements with which
individuals are endowed and their impact on the level of functionings as opposed to the choice of
utilization functions and its impact upon the level of functionings. More specifically, Sen focuses
on the significance of public policy in affecting the distribution of entitlements that, in turn, affects
the capabilities of individuals and thus their potential functionings. The level of capabilities, it is
argued, is only weakly causally related to real per capita income. Indeed, an array of capabilities
and functionings can be related to any given level of real per capita income. For example, there is
ample evidence of poor countries with low average levels of mortality and higher income countries
with high average levels of mortality. This scenario arises, since any given level of real per capita
income can be related to an array of entitlements distributions such that, for example, the average
means to acquire food and medical care can vary widely for any level of per capita income, often
for reasons of public policy (Sen 1981a, 1981b, 1983, 1993, 1998, 1999a, 1999b, 1999c; see also
Benzeval and Judge 2001; and Sudhir and Ravallion 1993; Szreter 1997). A classic example of
this is the existence of famines in spite of the adequacy of food supply and absence of famine even
in the face of adequate but relatively poor supplies of food. Famines can occur with adequate food
supplies when a segment of the population is deprived of entitlements to necessary foodstuffs (Sen
1981a, 1981b, 1993). A key point made by Sen on the relationship between per capita income and
capabilities is summarized in his Scientific American contribution (1993, 45): “The fact that a poor
country can achieve improvements in health care and life expectancy that, in many ways, rival those
of wealthier nations has tremendous policy implications. This ability challenges the often-aired
opinion that a developing country cannot afford expenditures for health care and education until it is
richer and more financially sound. This view ignores relative cost. Education and health care are
labor intensive, as are many of the most effective medical services. These services cost much less
in a cheap labor economy than they do in a wealthier country. So, although a poor country has less
to spend on these services, it also needs to spend less on them.” But even more to point, comparing
countries of comparable wealth and therefore of similar relative costs, life expectancy, mortality,
and health indicators vary widely due to differences in public efforts in delivering and distributing
entitlements to the population (Sen 1981b, 1993, 1998).
This argument is illustrated in Diagram Two. The slope of I1 and Im, the income-entitlement
curve, illustrates the positive relationship between income and entitlements. Ceteris paribus, as per
capita real income increases so does the extent of entitlements. But given the level of per capita real
income or GDP, public intervention in the distribution of income and in the manner in which health,
education, and other services are provided also affects the average level of entitlements over
particular goods and services and thus the capabilities and functionings within an economy. Public
intervention in the provision of health care and food supplies yield more entitlements of these
commodities per level of per capita real income, shifting the income-entitlement curve to the right
up to some maximum given by Im, where any further increase in entitlements requires further
increases in per capita real GDP. In this scenario, income level I0 can yield entitlement level B.
Without public intervention, only entitlement level A can be realized with an associated lower level
of capabilities. To put this argument another way, in a scenario with little public intervention in
terms of entitlements, given by I1, to achieve the higher level of entitlements (B) requires a higher
level of per capita income, such as I*. Sen’s argument also implies that redistributing income away
from the rich to the less well off yields higher average levels of entitlements to the latter group with
corresponding improvements in its basic functionings, such as mortality rates, without reducing any
of the basic functionings of better off folk in society. Ultimately, high levels of per capita income
can positively affect the level of entitlements, but low levels of income need not necessarily yield
low levels of entitlements or low levels of basic functionings to society at large.2
In his modeling of capabilities and functionings, Sen also pays considerable attention to the
structure of household decision making as a key determinant of socio-economic wellbeing. A key
point made by Sen is the sex bias against females with regards to socio-economic indicators such as
mortality rates, life expectancy rates, and literacy rates (1993, 1998, 1999a). This sex bias can be a
product of male decision makers allocating entitlements within the household to the advantage of
themselves and their sons. This assumes, in direct contrast to the conventional wisdom that the
household head, typically male, is not altruistic (Becker 1976). Sen also argues that sex biases in
the allocation of entitlements within the household can be a product of the subjective perceptions of
the adult women within the household where women, through the process of socialization, come to
value their own well-being and that of their daughters less than that of the males in the household
(1989, 1990). In terms of the game theoretic literature (Sen 1989; 1990), the household decision
making process between the female and male has been expressed as a repeated bargaining game
which takes the form of a cooperative conflict where there exists an array of possible equilibrium
cooperative outcomes, for example in terms of the distribution of entitlements.
The female and male are assumed to have conflicting preferences in the choice of available and
dominant cooperative outcomes. Both parties however prefer any of these cooperative outcomes to
the dissolution of the game, such as the end of marriage. The solution to the game is influenced by
the relative bargaining position of the female and male where, at one extreme, the male can impose
his utility maximizing solution on the family, which would be to allocate entitlements favoring his
and his sons socio-economic wellbeing. Bargaining positions are influenced by the relative
breakdown position of each party in terms of perceived well-being. If women expect a breakdown
to result in reducing their level of well-being, this enhances the bargaining power of the men.
Men’s bargaining power is also increased if their capacity to issue credible threats against women is
enhanced. Bargaining power is also affected when one party attaches less weight or value to her or
his objective function than the other. In addition, if the perceived contribution of one party to the
household’s utility is relatively greater, this enhances this individual’s bargaining power. Men are
ahead of the game both in terms of perceived self-interest and perceived contribution to the
household’s utility.3 Sen pays particular attention to public policy with regards to the distribution of
entitlements and the empowerment of women as a means of altering the sex biases in determining
socio-economic wellbeing. Extending Sen’s framework, Nussbaum discusses the importance of
women’s rights and related empowerment in affecting women’s overall wellbeing (1999, 2000,
2003). One should also refer to Folbre (2001) on the importance of the household and gendered
household decision making in affecting the wellbeing of the different members of the household as
well as in affecting the market side of the economy.4
Extending the Capabilities-Functionings Model
We build upon Sen’s modeling framework, focusing on the household as a producer of
functionings. This is not far removed from Becker’s (1965) view of the household as a center of
production of household commodities that is a product of the household combining market and non-
market inputs. However, unlike Becker, we do not assume that the household decision making is
best modeling through purview of a representative altruistic and typically male agent. We argue
that households determine how and where their income (entitlements) is spent, independent of
public policy. Moreover, we argue that households determine how the market commodities are
used (transformed) in the household. The latter is affected by how non-market labor is used within
the household in the process of household production. Household production is here defined as the
process of transforming market commodities and non-market labor into services to be exploited by
family members. What the household purchases and how it is transformed affects the capabilities
and thus the functionings of household members. In this sense, a given level of real household
income is related to an array of capabilities, such as the mortality or disease rates for all members of
the household. Of course, consistent with Sen’s modeling of the household, household decision
makers can also affect the distribution of entitlements within the household thereby affecting the
distribution of capabilities and functionings.
Cultural factors, for example, mediate the household decision-making process affecting what is
deemed the most rational utility maximizing allocation of household resources. This includes the
determination of what is purchased as well as the transformation of what is purchased into
functionings. One operational definition of culture specifies culture as (Harrison 1992, pp. 9-10):
“… [defining] group or national value systems, attitudes, religious and other institutions, intellectual
achievement, artistic expression, daily behavior customs, lifestyle, and many other circumstances
[and as] a coherent system of values, attitudes, and institutions that influences individual and social
behavior in all dimensions of human experience.” (See also Altman, 2001a, 200lb). Gary Becker
(1998, p. 4) introduces culture as an independent variable in an individual’s utility function, as one
component of her or his social capital, where social capital, “…incorporates the influence of past
actions by peers and others in an individual’s social network and control system.” Social capital
can have either a positive or a negative affect on utility where the sign of the effect depends on the
type of social capital. Individuals have some choice over their social capital and even over its
cultural component to the extent that they can choose the social network or control system of which
they are part (Becker, 1998, ch. 1). We would argue that individuals, by having a certain degree of
freedom over the choice of transformation function (U) and over what commodities are purchased,
mediated by cultural factors, affect the average level of functionings within the household as well as
the distribution of functionings. Cultural factors can serve to either drive the level of functioning
towards the maximum or to keep it at some sub-optimal level.5
In Diagram One, household decisions determine whether a household is at F0 or F2 level of
functionings given a particular level of income, such as E0. It is also the case here that any given
level of average household entitlements is linked to an array of functionings. For example, at E0 of
entitlements, there exists an array of functionings contained in the JE0 space. Cultural factors can
play a role in determining whether or not the maximum level of functionings is realized. In
Diagram Three, a particular level of entitlements, E0, is linked to an array of capabilities and,
therefore, functionings as a consequence of culture. Different cultures can yield different levels of
functionings and, therefore, different levels of socio-economic wellbeing. In this scenario,
however, the level of functionings can also be increased as the level of entitlements rises, ceteris
paribus. Therefore, real income levels or the distribution of entitlements across households play a
determining role in the level of society’s functionings independent of cultural factors. But this need
not be the case. Higher levels of entitlements may be accompanied by the purchase of more
commodities that do not positively affect the level of functionings, nutrition for example. All told,
individual choice can play an important role in determining a household’s level of functionings,
irrespective of income levels, and cultural factors can be an important explanatory variable here.
In terms of the process of household decision making, cultural factors can affect both the
bargaining power of women and the process of household production. Cultural factors might
impute greater or less value to women and, therefore, influence the level of entitlements they should
expect to receive. Assume that cultural factors impute lesser value to females. In this case, women
end up with fewer resources and are proscribed to particular economic and social roles. Even given
this sex bias, cultural factors can nevertheless affect how the entitlements within the family,
however distributed, are used. Cultural factors can therefore impact upon the health and sanitary
conditions, nutrition levels, and education levels of both females and males even given the existence
of sex biases in the distribution of entitlements. Different cultural settings can yield different levels
of functionings for all household members. A culture that is both more efficient in terms of
generating a higher level of functionings and more sex neutral in nature generates a more egalitarian
distribution of these functionings. An important issue that must be addressed in terms of the
determination of the level of functionings achieved within the household, is who decides what
commodities to purchase and the utilization function to be employed. There is some evidence to
support the hypothesis that when women are empowered within the household, they tend to make
decisions that improve the level of socio-economic wellbeing within the household, such as
nutrition and food security, especially for children. These results hold even when households are
controlled for differences in real income or entitlements (Handa 1994; Kennedy and Peters 1992).
Whether capabilities and functionings are affected by public policy or by household decision
making, it is important to recognize the important potential interrelationhip between the level of
certain functionings and economic efficiency. Enhanced capabilities and functionings can affect
economic efficiency through its potential impact upon productivity. A healthier more educated
environment makes individuals potentially more productive. In this scenario, the choice of a more
nutritious basket of commodities and a more efficient utilization function, for example, yields not
only higher levels of capabilities and functionings, but also potentially higher levels of economic
efficiency. Employers who can tap into this resource will be more cost competitive, ceteris paribus.
For this reason, it is of some importance to join a theory of capabilities and funtionings with a
theory specifying the relationship between the level and type functionings achieved by households
and the economic efficiency of individuals within the household who contribute to the work force.
The conventional economic wisdom as well as the Sen’s narrative pays little heed to the
potential impact that household decision making has upon the potential productivity of labor. It is
typically assumed by the conventional wisdom that the individual or economic agent is working as
hard and as well as he or she might, irrespective of the level or distribution of entitlements in the
household, the components of the basket of commodities purchased by the household, or the
utilization function chosen by the household. It is also assumed that the economic agent is working
as hard and as well as he or she might irrespective the wage rate or the overall working conditions.
It is effectively assumes that effort per unit of labor input is maximized and, therefore, the quantity
and quality of effort is not a discretionary variable in the process of production. This tradition was
breached by the efficiency wage literature, pioneered Harvey Leibenstein (1957, ch. 8), which
argues that a positive relationship exists between the rate of labor compensation and effort per unit
of time supplied to the process production when effort supply is positively affected by the impact
labor compensation has upon the nutritional intake and overall health of workers. Leibenstein
argues and presents evidence for the hypothesis that, especially with respect to workers who are at
lower absolute levels of calorie consumption (a proxy for nutrition) and health, higher wages tend to
increase their effort supply thereby increasing their productivity. Reducing the wage should have
the opposite effect (see also Bliss and Stern 1978; Dasgupta and Ray, 1986; Stiglitz 1976). This
modeling framework introduces effort as an additional independent variable into the traditional
production function such as is expressed in the following equation:
3. , ),,,( eTKLfQ =
where Q is output, L is labor (adjusted for hours and education), K is capital stock and land, and e is
effort. Ceteris paribus, labor productivity varies positively with wages due to the impact that
changes in wages have upon the health and nutrition of the worker.
The efficiency wage literature tends to assume a direct relationship between wages and nutrition
and health, effort inputs, and productivity. It further assumes that there exists a unique wage,
referred to as the efficiency wage, which minimizes average production costs due to its impact upon
effort inputs. If such a unique wage exists, one would expect that rational profit maximizing-cost
minimizing employers would pay the efficiency wage for otherwise their unit costs would be
relatively high and they would be driven out of the market over time by competitive pressures. In
this case, one would expect, in equilibrium, all employers to pay workers their efficiency wage and
therefore workers who are paid very little and whose working conditions are very bare bone, must
be maximizing their effort inputs. This need not be the case if productivity increases due to effort
increases simply serve to offset wage increases up to the point where diminishing returns set in and
the marginal product of labor is less than the wage. In this scenario, unit costs would not be
affected by improvements in effort inputs. There would, therefore, be no incentive for employers to
increase wages for efficiency reasons (Altman 1996, 2001a). The relationship between unit cost,
wages, and labor productivity in a simple model where labor (and effort) is the only factor input can
be expressed in the following equation:
4. ⎟⎠⎞
⎜⎝⎛
=
LQwAC ,
where the undefined variables AC is average or unit cost, w is the real wage and (Q/L) is labor
productivity. Average costs will not change if higher wages yield higher levels of effort and
therefore productivity which simply offset the increase in wage. In this scenario, there exists an
array of wage rates consistent with a unique average cost of production as labor productivity
changes with wage rates. This point is illustrated in Diagram Four, where an array of labor costs
such as W0 and W1 are consistent with one average cost, AC. Average cost increases once
diminishing returns to effort inputs kicks in at point WD. This is in contrast to the conventional
efficiency wage literature where one wage rate, given by W1, yields the minimum AC given by
point M along curve EW. The modified approach the efficiency wage literature (Altman 2001a)
suggests no economic imperative to increase wages so as to maximize effort inputs. Only if the
preferences (objective functions) of the employers are weighted towards improving the socio-
economic wellbeing of their employers will wages rise to an effort maximizing extent.
With regards to the capabilities-functionings modeling of the economy, if government provides
more effective health care and food security to a country’s low income population, the efficiency
wage literature suggests that labor would become potentially more productive. However, this
potential need not be realized if workers have no incentive to increase their effort inputs. The
literature on the more developed economies suggest that increases in labor productivity,
independent of increases in the traditional variables, critically depends on the incentive system
within the firm (Alcaly 1997; Altman 2001a, ch. 9; Buchele and Christainsen 1995; Ichniowski,
Kochan, Levine, Olson, and Strauss 1996). The same holds true for the relationship between
improvements in the level of socio-economic wellbeing derived from the more effective use of a
given level of entitlements within the households and increases in labor productivity. Increasing
productivity requires the conversion of increased effort potential into increased effort inputs
(quantity and/or quality) into the process of production. What this demands are adequate incentives
within the production unit that induce workers to realize their effort potential. To the extent that the
required incentives are costly and are simply offset by corresponding increases in labor
productivity, as per equation 4 and Diagram Four, employers face no market pressure to introduce
the necessary incentives. Tapping the potential of a more vibrant and energetic workforce, makes
labor and society better off in terms of entitlements and output, but provides no immediate material
benefits to employers. On the other hand, when employable members of the household also
comprise the unit of production, be it a manufacturing establishment or farm, increased effort
potential that is a product of a more efficient use of a given level of entitlements within the
household can be expected to be more directly converted into increased productivity since, in this
scenario, household members are the direct beneficiaries of any gains in productivity. Ceteris
paribus, such improvements in productivity serve to reduce unit production costs, making such
firms relatively more competitive. If, however, the employees-household members eat up these
productivity gains, unit costs would not change, per equation 4.
A more efficient use of entitlements, be it through government intervention or through household
decision making, creates the possibility of a more productive economy. To the extent that these
potential economic gains are realized by increasing the level of entitlements to workers, this can be
expected to feedback into raising the effected households’ level of capabilities which can further
increase the economy’s productive potential. This feedback effect would cease once household
members achieve optimal levels of nutrition, health, and education. Up to this point, improved
efficiency in the production of functionings yield not only increased levels of socio-economic
wellbeing, but also a potentially more productive and competitive economy. Of course, the same
effect can be expected simply by increasing the level of entitlements to members of society whose
nutritional and health levels, for example, are sub-optimal. But, a critical point made here is that
improvements in socio-economic wellbeing in terms of functionings and in terms of economic
efficiency can occur for a given level of entitlements if more effective use are made by these
through the process of household decision making. Thus entitlement constraints faced by
households are not as overbearing as conventional thinking would have it, especially when one
recognizes the importance of household decision making to the determination of the functionings of
household members.
The Theory Applied: A Historical Narrative on Culture and Capabilities
A comparison of the experience of Jewish and Italian immigrants in Lower Manhattan in the
early twentieth century informs and illustrates the applicability of the capabilities-
functionings/effort-capabilities theory presented above. The comparison between these two
particular ethnic groups is especially informative as it confronts one of the most persistent
narratives in American social and economic history, namely the rapid rise of the Jewish immigrant
through the American ‘human jungle’ at the turn of the twentieth century, and the reasons that may
account for this relative success (Chiswick 1985, pp. 96-98; Kessner 1983, pp. 170-171; Sklare
1971, p. 10). The comparison between Jewish and Italian immigrants is a natural one since they
were the two most important segments of New York City’s new immigrant population between
1880 and 1920, during the period of the so-called Great Migration in American history, and the
relative success of the Russian-Jewish immigrants has been ascribed, at times, to their unfettered
exploitation of the Italian (Willet 1968, ch. 6; Frankfurter and Rosensohn 1920, pp. 20-21).
There was a dramatic surge in Jewish and Italian immigration to the United States between 1880-
1920, and many of these immigrants found their way to New York City. By 1920, Jews comprised
over 28 percent of New York City’s population, nearly 1.6 million people, a marked jump from the
4 percent or 60,000 they accounted for in 1880. The biggest jump, however, occurred between
1905 and 1912, when the Jewish population in New York City appears to have doubled (Dushkin
1921, p. 90).6 Italians, on the other hand, accounted for 7 percent of the city’s total in 1920, about
400,000 people, up from 1 percent in 1880. Not unlike their Jewish counterparts, the Italian born
population in New York more than doubled between the 1900-1910 period. Over the 1890-1920
time-frame the population of New York City increased from 1,515,301 to 5,620,048 (Baily 1999, p.
58).7 Jewish immigration was made up of Jewish populations from a host of countries. During the
Great Migration Jewish immigration was overwhelmingly dominated by population flows from
Eastern Europe, particularly Russian Jews, leaving towns and villages, fleeing persecution, and
mind-numbing poverty.8 Italian immigration, at this time, in many respects paralleled that of
Russian Jews. Most Italian immigrants after 1890 were southern Italians contadini, landless
peasants, also fleeing grinding poverty (Kessner 1977, pp. 15-16.)
This case study suggests the importance of cultural factors in determining the level of socio-
economic well-being as well as in determining the level of the effort potentially available to the
process of production which, in turn, affects levels of socio-economic well-being. Drawing upon
the available estimates for household income and mortality, we find that that the relatively lower
income Jewish households faired much better, in terms of various measures of mortality, than their
Italian counterparts. In the context of the extension of the capabilities-functionings approach
presented above, we argue that a critical determinant of the relative success of these Jewish
immigrants was the ‘Yiddishe (Jewish) Mama’, or the culturally specific role played by the Jewish
mother or homemaker in managing the household at a particular time in American history. In
Jewish tradition, especially amongst observant or religious Jews, household affairs were the
purview of women who exercised tremendous discretion in this area, thus empowering women with
regards to deciding upon the purchase and transformation of commodities and, therefore, in
determining the level of functionings realized in the household. Overall, what the relevant stylized
facts of Lower Manhattan at the turn of the century suggest is that, in terms of various measures of
socio-economic well-being, the Jewish household faired better than its Italian counterpart in spite of
the substantial economic disadvantage faced by the Jewish household and that this was largely a
result of the manner in which the Jewish household was managed.
With respect to income, Jewish households were no better off than their Italian counterparts in
terms of real income. Moreover, a relatively larger slice of the Jewish population was relatively
worse off. One important data set for 1911 (Sumner 1910, pp. 52-53) for the clothing industry in
Baltimore, Chicago, and New York City, which was dominated by New York City and was the
major source of employment for this city’s Jewish population as well as an important sector for
southern Italian immigrants, shows that the households of foreign-born Jews earned only 91 percent
of what was earned by their foreign-born Italian counterparts (Table 1).9 More specifically, Jews
were well over represented in the lowest income categories as compared to the Italian immigrant
families. Jews were under represented amongst the higher income classifications. For example,
about 10 percent of Jewish families earned less than $300 per year as compared to only 3 percent of
Italian families. On the other hand, 31 percent of Jewish families earned over $749 per year as
compared to 41 percent of Italian families. Therefore, in terms of entitlements, the Jewish
population was, on average, worse endowed than their Italian counterparts. This advantage is
compounded once the size of Jewish families, which were on average 8 percent larger than the
Italian, is integrated into the equation (Table 2). The size-adjusted income of the Jewish family is
only 84 percent of the Italian. These findings are reiterated in a later study for New York City,
using a smaller sample, based on 1917-1918 data, which finds that Jews had the lowest weekly
family income compared to various ethnic and racial groups, including Italian and African-
Americans. On average, the Jewish family earned 82.5 percent of what was earned by the Italian
family and only 61 percent of what was earned by the African-American family (Phillips and
Howell 1920, pp. 399, 402).
The Jewish household’s disadvantages are further compounded by the fact that the Jewish
population was more densely located than their Italian counterparts (Table 2). In terms of
population density, the Jewish population was three times more crowded than the Italian, and 92
percent of Jewish families were crowded into tenement housing as compared to 85 percent of the
Italian (Table 2). The Jewish household contained more people per apartment, per room, and per
sleeping room (Table 3; see also, Reports of the Immigration Commission 1911, pp. 326-330).
Moreover, while many Italian women performed finishing in their homes, unlike the Italian homes
many Jewish residences often doubled as make-shift factories where outsiders came into the home
to aid in production (Dwork 1986, pp. 111-112; Kessner 1977, pp. 132-134; McCreesch 1985, pp.
12-13). This only added to the relative congestion within the Jewish household. The production of
clothing, both in the Italian or Jewish household, served to pollute the household environment
(Green 1986, p. 105). The Jewish immigrant population upon arrival was also reportedly physically
in a much poorer physical condition than their Italian counterparts 10. Taken together, these factors
should have made the Jewish population more vulnerable to disease and, therefore, to lower
capabilities (Rischin 1962, p. 86).
Given their income and housing conditions, one would expect that the Jewish population would
be characterized by a poorer set of capabilities than the Italian unless a differential level of public
support (entitlements) was provided to the Jewish population, which was not the case.11 This type
of analytical prediction would flow even from a Sen-type analysis. A poorer set of capabilities
should result in a lower level of functionings amongst the Jews, inclusive of a lower level of socio-
economic well being. However, the stylized facts of Lower Manhattan contravene the prediction
that the capabilities of the Jewish population should be less than that of the Italian. Indeed, the
Jewish immigrants fared better than both the average for all immigrants into the United States and
all leading immigrant groups from Europe.
In spite of their relatively lower incomes and greater crowding, the Jewish population
experienced a much lower level of disease and mortality in New York City than then other
immigrant populations. This achievement, however, simply repeats the record of the Jewish
population in Eastern Europe. It is important to note that these differences between the Jewish and
the non-Jewish populations were persistently large and these advantages for the Jewish population
in Eastern Europe also took place in spite of the relative average impoverishment of the Jewish
population (Green 1986, p. 105; Kuznets 1975, pp. 67-68; Rischin 1962, p. 86-88).12 Detailed
mortality rates by ethnicity and age cohort are available for New York City for the 1885-1890
period, inclusive. No estimates are available for individuals of Jewish ethnicity, per se. However,
the Russian-Poland category, consists almost entirely of Jews (Billings 1994, p. 18). Mortality rates
by ethnicity and for the ten and above age cohorts are available for the state of New York for 1910
(Dublin 1916). Child and infant mortality rates are available for New York City and Manhattan
respectively (Meyer 1921). The New York State data can only serve as a proxy for New York City
and, more specifically, for Manhattan, where so many of the Jewish and Italian immigrants made
their home. Moreover, the data are not specific data for the Jewish population, but rather for the
Russian born. However, the Russian born were predominantly Jewish in New York City while they
may have comprised less than 50 percent of the New York State estimate of the Russian immigrants
in the 1899-1910 period. But, as Dublin (1916) points out, his estimates can serve only as upper
bound proxy for the mortality rates of the Russian Jewish immigrants since the Jewish population
was known to have much lower mortality and morbidity rates than their Russian-Christian
counterparts. This fact, he noted, was carried over from their Russian point of origin where, in spite
of their relative poverty, the Jewish mortality rate was about half of that of the Russian-Christian
population.13
The first set of estimates, for the 1885-1890 period, consist of average mortality rates per 1,000
individuals for this period and more detailed estimates for the 1890 census year (Table 4). In this
period, which preceded the deluge of impoverished Jewish and Italian immigrants into New York
City, the Jewish (Russia-Poland) mortality rate is about a half of what is found amongst American-
born population, white or black. For 1890, this ratio is three-quarters. The Jewish mortality rate is
also much lower than the American for all age cohorts, except for the very old. The Jewish
mortality rates are even lower when compared to the Italian. This also true for all age cohorts but
for the very old. On average, the Jewish rate is 42 percent of the Italian for the 1885-1890 period
and 53 percent in 1890. The better Italian showing for their older population is largely due to the
underreporting of death rates for their aged, many of whom returned to Italy to die (see below). The
Jewish population’s mortality rates is also well below the mortality rates for New York City’s other
ethnic communities, including the Hungarian, Irish, German, English, Scandanavians, Bohemians,
and French. The author of this census document concludes (Billings 1894, p. 18) that the relatively
low mortality amongst the Jewish population, so many of whom lived in overcrowding tenement
housing, is revealing since, “…it shows that poverty does not necessarily produce a high death
rate.”
The second set of estimates is for mortality rates per 1,000 people for individuals ten years of age
and above for 1910 (Table 5). The standardized mortality rate adjusts the crude death rate for the
differential age distribution of the different component populations. The average standardized
mortality rate for the Russian born population is just below that of the native born American
population, in spite of the greater level of entitlements held, on average, by the native born.
However, more specifically, the Russian born population’s mortality rates is far below the native
born one by a large margin for all but the 45 years and above age cohort. It is important to note that
female deaths tended to be less than the male for all age cohorts. Compared to the Italian born
population, the average standardized mortality rate for Jewish males matches that for Italian males
whereas the death rate for Jewish females is 90 percent of Italian women’s death rate. However, the
estimate for Italian males is highly misleading. It is clear that the Jewish mortality rate for both
men and women was lower than the Italian up to the 45 years and above age cohorts. The Italian
mortality rates, especially for men, bettered the Jewish by a large margin only for the 65 and over
age cohorts. Therefore, the Jews faired much better than the Italians except in older age groups if
one takes the mortality estimates at face value. But the reason for the lower Italian mortality rates
in the 65 and over age cohorts had nothing to do with life in New York City. In stark contrast to the
Jews, the Italians, especially the men, went home to die (Stella 1924, p. 68).14 This dramatically
affects the death rates of the Italian since what the census reports are deaths in the United States.
The Italian deaths that would have been reported had the Italians who were ill not moved back to
Italy would no doubt have been much greater than the reported rates. With this fact in mind, the
Jewish advantage over the Italian is even stronger than the estimates impute. The estimates in Table
5 also show that the Russian born population’s mortality rates bettered (were less than), by a large
margin, the mortality rates of the German born, Irish, and English-Scottish immigrants.
These numbers appear consistent with other contemporary accounts of Jewish mortality patterns
at the time. Abraham Cahan (1898, p. 280), for example, in a piece published in Atlantic Monthly,
quoted from a report to the New York State Senate and Assembly in 1895: “It will be observed at
once that the wards showing the greatest house density combined with a low death-rate, namely the
tenth and seventh wards (New York City), are largely populated by Russian and Polish Jews. This
is, in fact, the Jewish quarter of the city. On the other hand, the wards having the highest death
rate…constitute two of the numerous Italian colonies which are distributed through the city…The
greatest density (57.2 tenants to a house) in the tenth ward (almost exclusively occupied by Jews)
which also has the lowest death rate…The low death rates of the seventh and tenth wards are largely
accounted for by the fact previously mentioned, that they are populated largely by Russian Jews.”
Similarly, The Reports of the Industrial Commission, authored by Kate Claghorn (1901, pp 480-
481) makes the same point: “The Jews…have withstood the physical influences of the tenements
most remarkably, keeping the death rate down perceptibly in wards where they
predominate….There is considerable sickness among the Italians.”
Mortality estimates are available for Manhattan for the five and under age cohort for 1915 and for
the one year and less age cohort for New York City for the years 1915, 1916, and 1917 (Table 6).
The latter infant mortality estimates per 1,000 people for the mainly Jewish Russian-Polish
population was well below that for most immigrant groups, as well as below the infant mortality
rates for the general American mortality rates. With respect to the Italian, the Jewish infant
mortality rate was 73 percent of the latter. The Jewish child mortality rate was also significantly
below the child mortality rates for most immigrant groups, including the Italians. The Jewish child
mortality rate was about 60 percent of both the American and the Italian rate. Available estimates
also allow for a partial decomposition of child mortality rates by leading causes of death (Table 7).
Jewish mortality rates, due to infectious diseases, were about 50 percent of the Italian and 80
percent of the American born. Infectious diseases such as measles, scarlet fever, whooping cough,
and influenza, caused about 13 percent of deaths in the Jewish and Italian communities.
Tuberculosis caused only about 4 percent of child death in these communities. The tuberculosis
related rate amongst the Jews was 70 percent of what it was amongst the Italians. The acute
respiratory related death rate amongst the Jews was only 35 percent of what it was amongst the
Italians. Respiratory diseases such as acute bronchitis and broncho-pneumonia caused 41 percent of
all child deaths amongst the Italians, but only 24 percent amongst the Jews. They caused 20 percent
of the child deaths amongst the American born. The Jewish diarrheal death rate was 43 percent of
the Italian. Such deaths contributed 16 percent to the Italian total and 12 percent to the Jewish. The
frequency and the deadliness of these leading causes of death are closely related to unsanitary
housing conditions and poor nutrition ( Corwin 1952, pp. 48, 138 , Wald 1915, p. 54, Woodbury
1926, pp. 8-21).15
The various estimates available clearly demonstrate the ability of the relatively poor Jewish
immigrant household to overcome its lack of entitlements and overcrowding to produce quite low
mortality rates not only compared to Italian immigrants and other immigrants groups, but also as
compared to the American born population. Another take on the available mortality estimates
which speaks to the importance of culture as a critically important determinant of mortality, is
provided by Meyer’s (1921, p. 39) interpretation of the marked decline in infant mortality rates in
New York City over the course of the first two decades of the twentieth century, which many
experts attributed to purported improvements in the City’s overall health conditions: “This increase
in the foreign element [largely Jewish] tended to accelerate the rate of decline of the infant mortality
rate. It is customary to attribute every decrease in the death rate to an improvement in health
conditions. In this case, however, a not inconsiderable part of the decrease in the infant mortality
rate which occurred in the city during this particular period must be credited to a change in the
racial makeup of the city, and so does not in any way reflect an improvement of health conditions
for infants.”
High mortality rates and the illnesses that gave rise to them are, in part, a product of unsanitary
housing and working conditions and poor nutrition, which reduce resistance to disease (Woodbury
1926, pp. 39-41). A critical determinant of the high mortality rates amongst the Italians was, as
we’ve pointed out, contagious and respiratory diseases, which were most affected by poor housing
conditions and inadequate nutritional levels. One explanation for the impressive achievement of the
Jewish population in terms of relatively low mortality rates was their superior housing conditions
even in the face of relative overcrowding and given the fact that Jewish homes often also doubled as
factories. Superior housing conditions especially with regards to the sanitary or cleanliness aspect
of these conditions contributes to reducing the level of contagious, respiratory (including
tuberculosis), and diarrheal related deaths. Both Jews and Italians, it should be noted, faced similar
working conditions in the garment factories outside of the home. With respect to housing, the
housing conditions of the Jewish population was rated much higher than that of the Italians, with 34
percent of the Jewish housing rated as good as compared to 17 percent for the Italian, and 9 percent
of the Jewish housing rated as bad as compared to 34 percent for the Italians. About 57 percent and
49 percent of Jewish and Italian housing respectively was rated as fair (Kessner 1977, p. 133). One
factor contributing to the superior Jewish housing conditions and, in particular, to the cleanliness of
the individual, was the greater number of private bathrooms per family, even amongst the poorest of
Jewish households in New York City. According to the classic data source on this and related
matters based on a 1907 sample of households, there were 0.28 bathrooms per Jewish household,
0.16 per Italian, and 0.13 per American household. Amongst the lowest income group, the average
for Jewish household is 0.31 bathrooms, for the Italian 0.22, and for the American, 0. The lowest
income cohort contained about 28 percent of all Jewish and Italian households in the sample and
only 16 percent of the American (Chapin 1909, p. 99).
These relatively more hygienic conditions in Jewish households were reflected in a large number
of contemporary discussions. Among the most notable, perhaps, were those of William Dean
Howells and Lillian Wald. Howells (1896, p. 139 ), the famed editor of Harper’s Magazine who
spent time in the ghettos, observed: “I found them usually cheerful in the Hebrew quarter, and they
had so much courage as enabled them to keep themselves noticeably clean in an environment where
I am afraid their betters would scarcely have had the heart to wash their faces and comb their hair.”
Wald, a nurse and innovator of the New York City public health system, and leader of the New
York settlement house movement, spent much of her life working with immigrants in New York
City’s teeming tenements. She consistently made the point in her memoirs as to the relative
cleanliness of the Russian Jewish home in the ghetto. For example, she describes her visit to the
impoverished daughter of a learned rabbi (Wald 1915, p. 20): “Both house and people were
scrupulously clean. It was amazing that under the biting pressure of want and anxiety such
standards could be maintained.” Similarly, of her visit to a cigarmaker’s home, she writes (Wald
1915, p. 21): “One Sabbath eve I entered his tenement, to find the two rooms scrubbed clean….”
Although Jewish family income was less than the Italian, the Jewish family was able to make
due. The received view has long held that Russian Jews often starved themselves to ‘make due’ and
this belief has been bolstered by Chapin’s work on the standard of living in New York City. Chapin
(1909, p. 128) finds that the Russian Jews had the highest proportion of underfed families, this
based on his calculation of the need to spend twenty-two cents per day per man in 1907 to achieve
adequate nutrition. He did not look at the calories purchased. Another study that did look at what
was being consumed found that, based on a New York City sample for 1917-1918, the Jewish
household was able to purchase more calories per dollar than did the Italian, effectively squeezing
more out of their lower income.16 To achieve what the authors define as an adequate diet, the
Jewish family spent between $0.40 and $0.50 per man per day compared to the Italian family’s
expenditure of between $0.50 and $0.60 per man per day (Phillips and Howell 1920, pp. 408-409).
Effectively, the Jewish household could realize an adequate diet at about 80 percent of the income
used by the Italian family. Jews spent the largest portion of their food budget on meat and fish,
while Italians focused on grain products (Phillips and Howell, 1920, p. 407, Table 6). Given that
the Jewish household earned, on average, about 80 percent of what the Italian family earned, one
can infer from the above evidence, albeit sparse, that the Jewish household compensated, at least in
part, for its lower market income by the manner in which it managed this income. Of course, a
higher level of income in the Jewish household would have facilitated the task of providing
adequate nourishment to household members. In addition, Chapin (1909, pp. 138-139) himself
suggests that from his sampling of families in New York City, that the Italian household spent about
10 percent of household income for alcoholic drinks to be consumed at home, which was about
twice the percentage spent by the Jewish household. Only amongst the highest income households
did the percentage of income allocated to alcoholic beverages by the Jewish household approach
that of the Italian. This differential is largely accounted for, on average, by the Jewish household’s
greater percentage allocation of its income, as previously mentioned, to the purchase of meat and
fish. To the extent that this expenditure pattern is a representative one, it would suggest that
differences in what was purchased by the Jewish and Italian household contributed to the more
efficient use of market income by the Jewish household to produce an adequate diet. This helps
explain why a lower level of entitlements in the Jewish household did not contribute to higher rates
of mortality amongst the Russian-Jewish population. Indeed, the mortality estimates in
combination with the food consumption information suggests that the Jewish household was not
inadequately nourished, as has been argued in the past, and this, together with their sanitary
practices, made them better able to resist disease than other population groupings in New York City,
including the Italian.
Both the evidence on mortality and living conditions and the literary evidence strongly suggest
that Jewish workers contained the potential to supply more effort per unit of labor input and more
labor time than members of most other immigrant groups, inclusive of the Italians. With regards to
evidence on mortality and living conditions, relatively low mortality rates and related superior
living conditions suggests that the immigrant Jew, over time, was in a better physical conditions and
thus in a better position to contribute a higher level and quality of effort to the process of
production. The idea that morbidity and mortality rates may have impacted the production process
is reflected in the contemporary literature, such as Jesse Pope’s classic work on the clothing
industry in New York. Pope (1905, p. 54) concludes that although the Italian is, like the Jewish
worker, “sober, industrious and dexterous…his productive efficiency is decidedly lower.” This,
Pope argues, is a product of his greater susceptibility to disease and a lower level of endurance.
When asked by the Immigration Commission (Reports of the Immigration Commission 1911, pp.
418, 445) studying the clothing industry which of the new immigrants made better workers,
employers ranked the Russian Hebrew above the Italian, stressing the relative efficiency of the
Russian Jewish worker.
However, at this point there exists no direct unequivocal empirical evidence to support the
hypothesis that Jewish workers were actually more productive than other workers as a product of
differential effort inputs. Nevertheless, the evidence presented here is consistent with the fact that
male and female Jewish workers, paid by the piece, appear to have earned, on a weekly basis, more
than their Italian counterparts in New York’s clothing industry even though they were not provided
with superior complementary inputs, such as plant and equipment and technology.17 In this context,
the available evidence for male workers show that the Jewish immigrants did not arrive in the
United States with any superior skills specific to this industry.18 Moreover, Russian Jewish males
were relatively much more concentrated in the small contract shops, which were relatively less
capital intensive (Sumner 1911, pp. 52-53;Pope 1905, pp. 49, 52 ). Russian Jews males, eighteen
years of age and over, earned 25 percent more than their Southern Italian counterparts, $13.88 per
week compared to $11.17. Moreover, 82 percent of these Russian Jews earned $10 or more per
week in contrast to only 60 percent of the southern Italians (Reports of the Immigration
Commission 1911, p. 376).19
Given that the wage data are based on piece work, they are suggestive of differences in
productivity since, in this case, a worker earns more only if he or she produces more output per unit
of time or works more hours per week. Ceteris paribus, to work harder or more time requires a
greater reserve of effort which a healthier household environment in conducive to. Moreover, the
purported relatively superiority of effort inputs attached to Jewish workers is consistent with the
persistence of the Jewish family firm in New York City men’s clothing industry in face of
competition from the more capital intensive and relatively high tech larger firm. From the evidence,
one may hypothesize that a more efficient labor supply in the small family shop allowed such a less
capital intensive, small size and less technologically advanced firm to compete, as the superiority of
effort inputs could compensate for relatively higher rates of labor compensation and relative
inferiority in capital inputs and technology. Thus, contrary to much of the contemporary and
scholarly literature, it was not by self-exploitation or the exploitation of others that the small Jewish
shop survived on the market place. Rather, it was the realization of the capabilities vested in Jewish
workers in the small shop that appears to have been a key ingredient in its success.
Religion and Cultural Practices as a Determinant of Capabilities
The Russian Jewish population, we maintain, was bound by religious norms that contributed
towards them establishing relatively more sanitary living conditions and helping them meet their
nutritional needs in New York City at the turn of the twentieth century. While the extent to which
Jewish immigrants were willing to give up the ‘yoke of their orthodoxy’ upon their arrival in
America is open to question—many authors would argue that the majority of Russian Jews sought
to maintain their customs and traditions (Riis 1896; pp.58-60; Weinryb 1958, p. 16)—the point has
been made that even if they had been willing to abandon traditional laws, they would not have
necessarily changed their habits because “they failed to understand the difference between habits
that were rooted in Jewish law and those that were not. They retained secondary customs, as they
gave up integral rituals” (Heinze 1990, p. 57). However, the popularity of contract shops with
Russian Jews in the New York garment industry adds weight to the argument that traditional
religious norms were not so easily given up. Pope (1905, p. 52) states how it was in the contracting
system that the immigrant Jew came to dominate the manufacture of clothing. The flexibility
inherent in small contract shops run by their co-religionists “permitted the observance of his social
and religious customs to which he so tenaciously clung…” Indeed, one of the critical functionings
produced by New York City’s Jewish working class households was living a religious Jewish life.
The argument that these religious practices contributed to producing a higher level of capabilities
for the Jewish population, in spite of the disadvantages it faced in terms of entitlements and initial
conditions, is not a new one (Rischin 1962, p. 86-88). Kuznets makes a similar case for the
relatively and substantively lower Jewish death rates in Eastern Europe. Kuznets (1975, pp. 67-68)
argues that: “The low death rate was due to distinctive cultural factors operating despite the
relatively low income position of the mass of the Jewish population. Numerous writers have
commented that such characteristics of family life as absence of drunkenness, high standards of
hygiene, devotion to children, and close family ties were more typical of the Jewish than of the total
population before widespread modernization of the economic and demographic aspects of life.” At
a more general level Green (1986, p. 105) reports: “…it is often remarked that the Jewish mortality
rate was lower than the non-Jewish one, even as compared to other immigrant workers. Various
Jewish customs based on dietary and religious laws may have accounted for this–kosher food
specially prepared and inspected; ritual bathing required by women; yearly top-to-bottom cleaning
of the home before Passover [to which one should add the weekly cleaning required prior to the
Jewish Sabbath]–even if strict adherence to such rules could hardly have been observed in the
immigrants’ cramped working and living conditions. The moderate drinking habits of Jewish
workers and a marked lack of violence were other factors cited as contributing to their longer
life…”20 More specifically, the traditional or observant Jew was bound by Jewish Law to maintain
a clean and healthy household as well as observe days of rest on the Jewish Sabbath. That this was
an ideal to be strived for was made clear in scriptural readings and involved a detailed description of
what constituted clean and unclean, or pure and impure things. However, it also included simple
notions of cleanliness. Indeed, many of the household routines found in the traditional Jewish home
mirrored the practices that were being increasing advocated, on the basis of contemporary science,
by the household economists and by the public health activists (Tomes 1999).
Many American commentators at the turn of the century consistently pointed out the advantages
of such religiously based Jewish ‘habits’. Perhaps the most oft-quoted of these was Jacob Riis
(1896), the most well-known of the chroniclers of the New York City ghettos at the turn of the
century. Riis (1896, p. 59) postulates a relationship between Jewish orthodoxy and prosperity, and
argued: “Their strange customs proved the strongest ally of the Gentile health officer in his warfare
upon the slum. The laws Moses written in the desert operate to-day in New York’s tenements as a
check upon the mortality with which all the regulations of the Board of Health do not compare. The
death-rate of the poverty-stricken Jewtown, despite its crowding, is lower always than that of the
homes of the rich. The Jew’s rule of life is his faith and it regulates his minutest action.” In
addition, one of New York City’s pioneer in public health, Dr. Anne Daniel, stated before a
committee on tenement house conditions (quoted in Rischin 1962, pp. 86-87: “The rules of life
which orthodox Hebrews so unflinchingly obey as laid down in the Mosaic code…are designed to
maintain health. These rules are applied to the daily life of the individuals as no other sanitary laws
can be…Food must be cooked properly, and hence the avenues through which the germs of disease
may enter are destroyed. Meat must be “kosher,” and this means that it must be perfectly healthy.
Personal cleanliness is at times strictly compelled, and at least one day in the week the habitation
must be thoroughly cleaned.”
These Jewish religious norms and values were actualized at the household level by the Jewish
mother. Therefore it was how the Yiddishe (Jewish) Mama managed household affairs, how she
allocated her time and money, which proved to be so effective in the New York City ghetto at the
turn of the last century. Her world was structured by specific religious-and cultural norms that
allowed the Jewish immigrant household to realize relatively low mortality levels, maintain a
healthy Jewish workforce, and effectively, get a bigger bang for the buck. Andrew Heinz (1990, p.
106) describes how the role of Jewish women in the home was summed up by the term, baleboste,
“which literally means, ‘owner of the home’ and implies the control of a household. As the
masculine ideal in the traditional Jewish culture of Eastern Europe was that of the scholar whose
total attention focused on the study of Torah and Talmud, the complete direction of domestic affairs
was considered the prerogative of women. As the term baleboste implied, the role was not to be
underestimated.” Moreover, the behavior of the baleboste was contextualized and in part structured
by the larger Jewish Community within which the household was managed. Social context and
social approbation for deviations from proper household management represented a powerful
monitoring and enforcement mechanism of behavior which turned out to be both health and
efficiency enhancing. In many ways, the social community had the effect of the modern day health
inspector, enforcing an informal consensus, partly framed by Jewish law and community
experience, as to what constituted the proper standard of care and cleanliness within the Jewish
household.
Conclusion
The capabilities-functionings approach to socio-economic well-being developed by Amartya Sen
is extended in this paper to incorporate the importance of the household management as a
determinant of the level of functionings irrespective of the level of entitlements with which a family
is endowed. In the revised model, the manner in which the household exploits its market income
and its non-market labor is a critical determinant of a household’s level of socio-economic well-
being. One critical determinant of household management is culture which, in turn, is affected by
religious norms and education. To maximize the level of functionings, household management
must be efficient. In this scenario, low level entitlement families can best higher level entitlement
families in terms of realizing a higher level of functionings if the former make relatively more
efficient use of their entitlements. A higher level of entitlements, therefore, need not translate into a
higher level of functionings. Much depends on how the household is managed. Apart from this,
more efficient and effective household management, by producing higher levels of functionings in
terms of health and nutritional levels, can positively affect the potential efficiency of labor by
affecting the potential quantity and quality of effort that workers can input into the process of
production. One may, therefore, postulate a positive feedback effect between the level of
functionings in the household and the potential efficiency of labor, up to the point where
diminishing returns to functionings takes effect.
The case study of New York City’s immigrant Jewish and Italian population provides insight on
key aspects of the revised capabilities-functionings approach to economic well-being. Estimates for
mortality rates clearly demonstrate that the poorer and more overcrowded Jewish population fared
much better than most groups, including the American-born and the Italian immigrant populations.
We argue, from the literary evidence, that this success was largely a product of how the Jewish
household was managed. And the successful management of the Jewish household, especially in
terms of high levels of sanitation and adequate nutrition, was a product of the behavior of the
‘Yiddishe Mama’, which was mediated by the cultural-religious milieu of which she was part.
Although raising the level of entitlements would have made life easier, relatively high levels of
socio-economic well-being can be achieved by squeezing the most out of a given level of
entitlements. And simply increasing the level of entitlements, although potentially of great
importance, need not yield adequate levels of functionings in terms of different measures of socio-
economic well-being such as mortality and morbidity, if these resources are not properly managed.
Therefore, cultural variables can play and have played a critical role in determining the level of
functionings which, in turn, invariably affect the potential level and quantity of effort available to
the process of production and, thereby, potentially, the level of labor productivity and labor income.
Moreover, to better understand the determinants of different levels of socio-economic well-being
across ethnic-cultural groups and across historical time, it is imperative to garner a better
understanding of culturally specific practices within the household as they relate to the production
of functionings. The household is, after all, the focal point for the transformation of entitlements,
and related capabilities, and labor time and effort into the determinants of socio-economic well-
being.
Even when a household faces severe entitlement constraints beyond its immediate control, what
the household does within these constraints in terms of the household’s level of socioeconomic
wellbeing is not completely determined. A degree of freedom remains so long as household
members have some choice over the allocation of household labor, what can be purchased on the
market, how these commodities are used by and distributed within the household. The choices
made, given the entitlement constraint, determine the level and distribution of functionings and
overall wellbeing within the household. Thus households with identical entitlement constraints can
be characterized by dramatically different distributions and levels of functionings of wellbeing.
Household choice is therefore is a critical determinant of socioeconomic wellbeing. Entitlements
do not impose a binding constraint on the determination of individual and household wellbeing.
Notes
This paper is a joint work. The authors’ names are listed alphabetically. They wish to thank
participants of the IAREP/SABE Conference, Baden, Austria, July, 2000 and the ASSA Meeting,
New Orleans, January 2001, where earlier versions of this papers were presented. The current
version of this paper was prepared for the Conference, “Justice and Poverty: Examining Sen’s
Capability Approach,” 5-7 June 2001, Cambridge, UK, while Morris Altman was a visiting scholar
with the Center for North American Studies, John Hope Franklin Center for Interdisciplinary and
International Studies, Duke University. This paper has benefited from comments and suggestions
by Simon Szreter.
1. See Sugden (1993) for a summary discussion and critical appraisal of Sen’s analytical
approach to the determinants of socio-economic well-being.
2. The literature on income distribution is weighted in favor of the hypothesis that more equal
distribution of incomes are consistent with higher levels of per capita income and higher
rates of economic growth. This supports the argument put forth by Sen that low income
countries can ‘afford’ to redistribute entitlements, up to some point, towards the less well
off. The same can be said of like policies in the higher income economies (Aghion, Caroli,
and García-Peñalosa 1999; Altman 2001b).
3. This formulation of household decision making is based on Altman (1999).
4. Also see also Oughton and Wheelock (2003) for an alternative but related modeling of the
household applying Sen’s Capabilities Approach and, more specifically, how this speaks to
small business formation in contemporary developed economies.
5. In Altman (2001c) it is argued that cultural variables can affect the quantity and quality of
effort inputted into the production process thereby affecting the competitiveness of firms
and the level of incomes that individuals can earn.
6. Kuznets (1975, pp. 42) explains: “…of the total gross immigration of some 1.6 million
Jewish immigrants from Russia [to the United States as a whole] over the thirty-four-year
period [1817-1914], about two thirds are concentrated in the last twelve year, 1903-1914.”
7. The Italian born population represented 2.6 percent of New York City’s population in 1890,
4.2 percent in 1900, 7.1 percent in 1910, falling to 7 percent in 1920 (Baily 1999, p. 58). In
contrast, the percentage of the Jewish population residing in New York City for these years
are: 12.7, 11.4, 20.5, and 27.8 respectively (derived from Dushkin 1921, pp. 81, 89, 90 and
Baily 1999, p. 58). In 1900, 66 percent of the Italian population resided in Manhattan. By
1920, this percentage diminished to 47 percent (Baily 1999, p. 126). The percentage of the
Jewish population residing in Manhattan at this time was about 45 percent (Dushkin 1921, p.
89).
8. Jewish immigrants from Tzarist Russia comprised 76 percent of all Jewish immigrants to the
United States in the 1881-1914 period, 78 percent in the 1903-1907 period and 79 percent in
the 1908-1914 period. In the 1881-1914 period, about 1.6 million Jews immigrated to
America, off which 66 percent arrived in the 1903-1914 sub-period (Kuznets 1975, pp. 39-
42). Jews were driven out by ever-present anti-Semitism, increasingly violent and deadly
programs, poverty and limited economic opportunity (Kuznets 1975). See Marks (1994, ch.
1) for a discussion of a similar pattern of Jewish immigration into Britain at this time,
especially into London.
9. Dwork (1986, p. 112) makes the point that, of all industries where Jews found work, the
clothing industry was the most important employer of Jews. On this see also Kahan (1978,
p. 238). Selekman, Walter and Couper (1925, pp. 15-16) and Green (1997, pp. 46-47)
document that New York City dominated the American clothing industry at this time.
10. The poor physical condition of Russian Jewish immigrants, particularly as compared to their
more robust Italian counterparts, frequently drew notice in government reports and
commentaries. Jesse Pope (1905, pp. 47), described the Russian Jewish male as the “most
helpless and inefficient immigrants that have ever entered this country.”
11. The development and extent of New York Jewish charities in the late nineteenth and early
twentieth century have been well documented, see especially, The New York Jewish
Community Register for 1917-1918 (Kehillah 1921, passim) Less well known, however, is
the extent of Italian mutual aid societies in New York City, which have been estimated to
range from several hundred to several thousand by 1910. (Baily 1999, p. 203, fn. 34).
12. Marks (1994, pp. 23-24, 48-51), in her study of the Jewish immigrants to East London finds
that the Jewish population here, although at least as poor as their non-Jewish counterparts
both in East London and elsewhere in Britain, were characterized by much lower infant
mortality rates in the 1895-1910 period.
13. Jewish death rate in European Russian per 1,000 people was about 17 in the 1896-1904
period compared to a Russian-Christian death rate of about 32. In Galicia (that part of
Poland controlled by the Austrio-Hungary, pre-World War One) was about 18 per 1,000
people in the 1895-1910 period, compared to about 26 for the Christian population (Kuznets
1975, Table VIB).
14. It is also important to note that Italians retuned back to Italy at a rate of 43 percent of those
who first immigrated to the United States in the 1880s, 48 percent in the 1890s, and 53
percent in the 1901-1910 period (Baily 1999, p. 59). There is good reason to believe that
few Jewish immigrants returned to their point of origin. In 1921-1922, for example, only
3.5 percent of the Jewish immigrants returned as compared to 43 percent of the Italian
immigrants (Stella 1924, p. 30).
15. A 1922 U.S. study referred to by Woodbury (1926, p. 109) also finds that infants of Jewish
mothers have the lowest mortality rates from all causes, and “by far the lowest mortality
from both gastric and intestinal and from respiratory diseases and the next to lowest from
epidemic diseases” whereas Italians have higher than average rates for respiratory and
epidemic or contagious diseases. The study is interesting in that it also examines artificial
feeding and finds that both Jews and Italians have a relatively low percentage of babies
artificially as opposed to breast fed, the Jews having the lowest percentage together with
Polish immigrants. However, this study notes the “practically equal prevalence of artificial
feeding among the Jewish and Polish infants, accompanied in the case of the Jewish group
by a very low, but in the case of the Polish group by a very high, death rate (Woodbury
1926, p. 113). It should be noted that the Italian infant mortality rate in Meyer’s study was
overall lower than that of native born parents, but that in the contagious and respiratory
category the Italian rate was considerably higher than that of native born (Meyer 1921, p.
35, fn. 1).
16. The authors also find that the Italians spent a greater portion of their income on food and a
larger percentage of the Italian families, nearly 50 percent, in the study were deemed to have
an adequate caloric intake of 3,000 calories per man per day as compared to only 30 percent
of Russian Jews (Phillips and Howell 1920, p. 407, Table 7).
17. No direct evidence is readily available for capital intensity in New York City’s clothing
industry. But we estimate that for the United States as whole, for 1914, the regular
factories’ capital to labor ratio was 14.5 times greater than what it was in the smaller
contract shops (Department of Commerce 1917, p. 9, Table 11).
18. From the Reports of the Immigration Commission (1911, p. 287), it is clear that of the male
employees in the clothing industry in New York City, 67 percent of the Italians worked in
clothing manufacturing in their country of origin as compared to 66 percent of the Russian
Jews and 59 percent of other Jewish immigrant workers.
19. The Jewish family, as previously noted, earned less than the Italian. This in spite of the
higher weekly income of Jewish males. This discrepancy is accounted for by the fact that
there was a lower labor force participation rate, for market work, amongst Jewish women
and children.
20. Marks (1994, pp. 66-76) makes a similar point in her discussion of Britain’s immigrant
Jewish population at the turn of the last century. She concludes (p. 76), with regards to the
role which culture played in generating the relatively low infant mortality rates amongst East
London’s impoverished Jewish population that, “…the knowledge they gained in keeping a
kosher kitchen and the regulations this placed on food preparations and personal hygiene set
them apart from their neighbours.”
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Table 1
Family Income in the Clothing Industry in Baltimore, Chicago, New York City, 1911
Nativity and Ethnicity of Household Head Percent of families having a total income Number of sample families Under 300 301-499 500-749 750-999 Over 1,000
Average family yearly income
Native-born of foreign father: Bohemian & Moravian 24 621 0.0 33.3 41.7 25.0 0.0 Foreign-born: Bohemian and Moravian 173 769 1.7 19.1 42.2 19.0 18.0 Hebrew 366 682 9.6 25.1 34.7 16.9 13.7 Italian, South 145 749 2.8 18.6 37.2 22.8 18.6 Lithuanian 55 702 7.3 23.6 36.4 16.3 16.4 Polish 20 694 20.0 25.0 30.0 10.0 15.0 Grand total 783 713 6.3 22.6 37.3 18.6 15.2 Hebrew/Italian 0.91 3.43 1.35 0.93 0.74 0.74 Hebrew/Grand total 0.96 1.52 1.11 0.93 0.91 0.90
Source: Derived from, Reports of the Immigration Commission (1911), Table 42, p. 308.
Table 2
Family Size, Population Density and Housing in New York City, 1900
Ward Primary Total Density per Average Nationality population acre family
size
Percentage of primary Nationality of families in tenements
4 Italian 8,344 202 4.8 73.7 6 Italian 18,929 187 4.9 87.3 7 Russian-Jew 89,206 433 5.3 93.2 8 Italian 28,777 163 4.7 92.0 10 Russian-Jew 71,041 652 5.3 89.3 13 Russian-Jew 64,164 589 5.3 93.6 14 Italian 33,595 311 5.0 86.1 15 Italian 22,845 101 5.0 79.0 Total Average Average Average Russian-Jew 224,411 529 5.3 92.1 Italian 112,490 172 4.9 85.4 Russian-Jew/ 1.99 3.07 1.08 1.08 Italian
Source: From Kessner (1977), Table 16, p. 132.
Table 3
Apartment Density in Baltimore, Chicago, New York City, 1911
Nativity and Ethnicity of Household Head Number of Average number of persons per: sample households Apartment Room Sleeping room
Native-born of foreign father: Bohemian & Moravian 25 4.6 0.9 2.4
Foreign-born: Bohemian and Moravian 219 5.2 1.0 2.3 Hebrew 407 5.4 1.5 2.8 Italian, South 162 5.1 1.4 2.6 Lithuanian 62 5.7 1.6 2.4 Polish 20 5.2 1.7 2.7
Grand total 895 5.3 1.3 2.6
Hebrew/Italian 1.07 1.12 1.09 Hebrew/Grand total 1.02 1.17 1.09
Source: Derived from, Reports of the Immigration Commission (1911), Table 62, p. 328.
Table 4
Death Rates by Age Cohort Per 1,000 Broken Down by Disease in New York City, 1885-1890
Average Death Rates Per 1,000 for the 1885-1890 Period
Average Death Rates Per 1,000 for the 1890 Census Year
Total Under 15 yrs. Over 15 yrs. Total Under 15 yrs. 15 to 20 yrs. 20 to 25 yrs. 25 to 35 yrs. 35 to 45 yrs. 45 to 55 yrs. 55 to 65 yrs. Over 65 yrs. Nativity of Mother
United States (white) 29.9 53.3 20.4 29.2
46.9 4.9 7.0 9.7 12.6 20.7 34.4 93.4 United States (black) 33.3 75.7
23.6Italy 35.3 76.4 12.3 40.0 84.2 7.9 13.5 11.0 15.4 19.9 38.3 88.4 Russia-Poland 14.9 28.7 6.2 21.2 40.3 3.3 4.7 7.0 9.9 20.6 31.3 102.8 Hungary 22.4 47.2 8.5 29.3 58.7 7.9 5.5 8.1 12.0 30.8 40.2 102.2 Ireland 32.5 50.9 28.0 32.2 43.3 7.8 13.8 20.7 30.8 40.9 63.3 133.1 Germany 24.3 47.0 17.0 22.1 36.9 4.3 7.7 11.1 16.9 22.7 43.3 84.5 England & Wales 27.7 50.5 20.8 27.6 43.3 5.6 10.0 13.0 19.3 29.8 42.7 127.8 Scandanavia 23.5 57.3 13.4 28.3 62.6 7.7 11.9 14.4 19.2 28.3 49.4 85.2 Bohemia 43.6 82.6 20.3 36.2 62.2 5.7 13.1 18.5 20.3 23.5 58.4 89.7 France
23.3 47.0 17.9 24.1
42.5 7.0 5.3 10.2 15.3 28.1 44.3 111.5
Russian Death Rates/Other United States (white) 0.50 0.54 0.31 0.73
0.86 0.66 0.67 0.72 0.79 1.00 0.91 1.10
United States (black) 0.45 0.38 0.26Italy 0.42 0.38 0.51 0.53 0.48 0.41 0.35 0.64 0.65 1.04 0.82 1.16 Russia-Poland 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 Hungary 0.66 0.61 0.73 0.72 0.69 0.41 0.85 0.86 0.83 0.67 0.78 1.01 Ireland 0.46 0.56 0.22 0.66 0.93 0.42 0.34 0.34 0.32 0.50 0.49 0.77 Germany 0.61 0.61 0.36 0.96 1.09 0.76 0.60 0.63 0.59 0.91 0.72 1.22 England & Wales 0.54 0.57 0.30 0.77 0.93 0.58 0.47 0.54 0.52 0.69 0.73 0.80 Scandanavia 0.63 0.50 0.46 0.75 0.64 0.42 0.39 0.49 0.52 0.73 0.63 1.21 Bohemia 0.34 0.35 0.31 0.58 0.65 0.57 0.36 0.38 0.49 0.88 0.54 1.15 France 0.64 0.61 0.35 0.88 0.95 0.47 0.89 0.69 0.65 0.74 0.71 0.92
Source: Billings (1894), Table 15, p. 15 and Table 16, p. 18.
Table 5 Deaths per 1,000 in New York State, 1910
Native Born of Native Parentage
Russian Born Russian/Native Born Italian Born Russian/Italian Born
Males Females Males Females Males Females Males Females Males Females Ages 10 and over Crude rate 13.8 12.4 7.7 6.8 0.56 0.55 9.0 9.5 0.86 0.72 Standardized rate 13.8 12.4 13.1 12.3 0.95 0.99 12.9 13.7 1.02 0.90 10-14 2.5 2.6 1.6 1.4 0.64 0.54 2.7 3.4 0.59 0.41 15-19 3.6 3.2 2.6 1.8 0.72 0.56 5.5 5.7 0.47 0.32 20-24 5.0 4.7 3.8 2.9 0.76 0.62 6.2 6.1 0.61 0.48 25-44 6.9 5.7 5.1 5.3 0.74 0.93 6.6 7.0 0.77 0.76 45-64 18.8 14.3 20.1 16.0 1.07 1.12 19.3 17.9 1.04 0.89 65-84 77.3 68.2 78.4 69.8 1.01 1.02 64.6 63.8 1.21 1.09 85 and over 268.9 242.3 255.8 257.8 0.95 1.06 120.3 214.3 2.13 1.20
German Born Russian/German Born
Irish Born Russian/Irish Born English-Scottish Born
Russian/Eng-Scottish Born
Males Females Males Females Males Females Males Females Males Females Males Females Ages 10 and over Crude rate 27.7 22.8 0.28 0.30 40.3 34.9 0.19 0.19 22.6 20.8 0.34 0.33 Standardized rate 17.9 14.4 0.73 0.85 25.9 23.5 0.51 0.52 16.6 12.4 0.79 0.99
10-14 5.8 1.6 0.28 0.87 na 5.1 0.27 3.7 3.3 0.43 0.42 15-19 3.4 2.7 0.76 0.67 8.1 3.9 0.32 0.46 5.8 5.8 0.45 0.31 20-24 4.5 4 0.84 0.73 9.4 4.1 0.40 0.71 4.3 3.8 0.88 0.76 25-44 10 6.3 0.51 0.84 18.5 12.0 0.28 0.44 8.7 7.6 0.59 0.70 45-64 27.7 18.4 0.73 0.87 46.3 40.7 0.43 0.39 24.6 21 0.82 0.76 65-84 90.4 83.1 0.87 0.84 101.6 107.4 0.77 0.65 86.6 79.9 0.91 0.87 85 and over 263.4 264.4 0.97 0.98 286.1 307.6 0.89 0.84 261.9 279.6 0.98 0.92
Sources and notes: Derived from Dublin (1916). The standardized death rates are constructed by adjusted the average crude rate for differences in the age distribution between the native and foreign born groups.
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Table 6
Child Death Rates per 1,000
Infant Mortality in New York City Death Rates for Kids Under 5 in Borough of Manhattan
Russian-Poland/Other Nativity of both 1915 1915 Parents
1915 to 1917 averageRussian-Poland/Other 1915 to 1917 average Nativity of Mother
United States 107.6 0.67 United States 40.0 0.62 Italy 98.5 0.73 Italy 42.5 0.59 Russia-Poland 72.3 1.00 Russia-Poland 24.9 1.00 Austria-Hungary 82.3 0.88 Austria-Hungary 26.3 0.95 Ireland 115.5 0.63 Ireland 36.8 0.68 Germany 108.1 0.67 Germany 32.3 0.77 England 92.5 0.78 England 40.5 0.61 Sweden 79.1 0.91 Sweden 28.2 0.88 Bohemia 97.8 0.74 Bohemia 22.3 1.12 Scotland 76.5 0.94 France 22.4 1.11 France 94.5 0.77
Source: Derived from Meyer (1921), pp. 34, 134 and 135.
63
Table 7
Child Death Rates (Under 5 Years of Age) Per 1,000 Broken Down by Disease in the Borough of Manhattan, 1915
Nativity of Infectious Pecentage Russia/other Turberculosis Pecentage Russia/other Acute Pecentage Russia/other Diarrheal Pecentage Russia/other Mother Diseases of Total of Total Respiratory of Total of Total
Diseases
United States 3.8 9.4 0.79 2.1 5.2 0.52 7.9 19.9 0.77 8.0 20.0 0.38 Italy 5.8 13.5 0.52 1.6 3.9 0.69 17.6 41.4 0.35 7.0 16.3 0.43 Russia-Poland 3.0 12.3 1.00 1.1 4.6 1.00 6.1 24.5 1.00 3.0 12.0 1.00 Austria-Hungary 3.6 13.9 0.83 1.1 4.2 1.00 6.1 23.1 1.00 5.2 19.8 0.58 Ireland 5.7 15.3 0.53 1.9 5.2 0.58 6.1 16.6 1.00 7.2 19.6 0.42 Germany 3.4 10.4 0.88 1.4 4.5 0.79 5.1 15.9 1.20 4.8 14.9 0.63 England 3.5 8.6 0.86 2.1 5.2 0.52 3.8 9.5 1.61 9.1 22.4 0.33 Sweden 1.5 5.4 2.00 1.5 5.4 0.73 2.3 8.1 2.65 6.1 21.6 0.49 Bohemia 3.0 13.3 1.00 5.0 2.2 0.22 5.4 24.4 1.13 4.0 17.8 0.75 France 2.1 9.5 1.43 0.0 0.0 3.2 14.3 1.91 1.1 4.8 2.73
Source: Derived from Meyer (1921), p. 134.
66
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