Inbreeding and Population Structure In Two Pairs of Cryptic Fig Wasp Species
Impact of Inbreeding on Scientific Productivity: a Case Study of a Japanese University Department
Transcript of Impact of Inbreeding on Scientific Productivity: a Case Study of a Japanese University Department
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Please cite as: Morichika, N., Shibayama, S. 2014. Impact of inbreeding on scientific productivity: a case study of a Japanese university department. Research Evaluation (forthcoming).
Impact of Inbreeding on Scientific Productivity: a Case Study of a Japanese University
Department
Noriyuki Morichika a and Sotaro Shibayama
a,b,*
a The University of Tokyo, Department of Technology Management for Innovation
7-3-1 Hongo, Bunky-ku,Tokyo 113-8656, Japan
b The University of Tokyo, Research Center for Advanced Science and Technology
4-6-1 Komaba, Meguro-ku,Tokyo 153-8904, Japan
* Corresponding author
Email: [email protected]
Tel/Fax: +81-3-5452-5371
Abstract
Recent science policies emphasize academic mobility and denounce inbreeding as an
impediment to scientific productivity. This study aims to investigate the impact of inbreeding
on productivity, distinguishing various forms of inbreeding, and to explore the mechanism
behind which inbreeding is translated into productivity, drawing on in-depth longitudinal data
of academics’ careers in a university department in Japan. The results suggest that the effect
of inbreeding on productivity differs with the organizational levels (university, department,
and laboratory) with which inbreeding is defined, as well as with past affiliation to other
institutions (purely inbred vs. silver-corded). A negative effect on productivity is indicated for
inbreeding that occurs at the department level, which seems to be partly explained by
non-merit-based employment criteria. The results also suggest that laboratories consisting of
higher rates of their own graduates yield lower productivity. Finally, inbred academics tend to
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change research subjects less frequently over their career, implying that inbreeding may cause
rise-averseness and deter creativity.
Keywords: Inbreeding; Mobility; Academic labor market; Scientific productivity; Creativity
JEL codes: O31, I23
Funding
This work was supported by Konosuke Matsushita Memorial Foundation, Inamori
Foundation, and Grant-in-Aid for Research Activity Start-up of the Japan Society for the
Promotion of Science [#23810004].
Acknowledgments
We are grateful to two anonymous reviewers for their critical and insightful suggestions.
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1. Introduction
In the modern economy, the academic sector plays a crucial role in innovation system
(Etzkowitz and Leydesdorff, 2000; Stephan, 2012), and the development and training of
academic scientists is one of the central policy issues (OECD, 2002; OECD, 2008). Among
others, recent science policies have emphasized academic mobility as a mechanism for
facilitating network creation and international competitiveness (EC, 2010; MEXT, 2009;
OECD, 2008). Behind this policy trend is a belief among policymakers that mobility allows
knowledge recombination and matching between academics and research institutions whereas
immobility deters productivity (e.g., Horta et al., 2010; Pelz and Andrews, 1966; Stephan,
2012; Velho and Krige, 1984). However, previous empirical findings are rather mixed
(Hunter et al., 2009; Stuen et al., 2012), perhaps due to differences in contexts (e.g., countries,
scientific fields) and in types of mobility (Fernandez-Zubieta et al., 2015). Increasingly
complicated academic career paths might also contribute to the mixed findings (Stephan,
2012).
This study focuses on, among other forms of career patterns, inbreeding as an extreme
form of (im)mobility, in which career development is closed inside an institution and new
employees are hired from among the graduates of the same institution. Consistent to the
mobility-oriented policies, inbreeding has been negatively perceived and, in some countries,
has been prohibited by convention or by law (Navarro and Rivero, 2001). The effect of
inbreeding on scientific production and the mechanism behind possible effects have been
controversial. On the one hand, inbreeding can deter inter-organizational communication
(Horta et al., 2010; Velho and Krige, 1984), compromise creative climates (Pelz and Andrews,
1966), and be associated with particularistic recruitment practices (Horta et al., 2011). On the
other hand, inbreeding can stabilize employment conditions and may help academics
concentrate on creative activities rather than to be distracted by job hunting. Inbreeding may
foster organizational loyalty and decrease transaction costs between faculty members (Horta
et al., 2011). In fact, some studies indicate a positive correlation between inbreeding and
productivity (McGee, 1960), though a negative correlation seems more often suggested
(Hargens and Farr, 1973; Horta, 2013; Inanc and Tuncer, 2011). These competing findings
may be due to differences in study contexts (e.g., countries, fields), but we argue that
variation in inbreeding can confound its impact on productivity. Although inbreeding is often
operationalized as universities employing their own graduates, this definition might be too
broad (Horta, 2013). For example, some academics may keep affiliated with a single
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institution for their entire career, while others may move out to other institutions and later
return to their home institution (so-called silver-corded) (Berelson, 1960). Some academics
may move across departments inside the same university, which is likely to occur in large
institutions and in interdisciplinary fields. Furthermore, in the context of lab-based research,
inbreeding can be defined not only as an attribute of individuals but also as that of lab
membership (i.e., homogeneity of members’ home institutions).
These aspects have often been overlooked in previous literature, perhaps due to
limited access to micro-organizational data, and also in policy debates. Science policies
designed under a rough assumption could be counterproductive in that their definition of
inbreeding may include certain forms of mobility that are justifiable. Thus, this study aims to
examine the impact of inbreeding on scientific productivity, distinguishing different forms of
inbreeding, and to explore the mechanism with which inbreeding is translated into high or
low productivity. To this end, we draw on a case study of a single university department and
collected detailed longitudinal data of lab membership and members’ careers since the 1950s.
Specifically, this study is based on the case of the School of Pharmaceutical Sciences of the
University of Tokyo. The Japanese science system is characterized by relatively low mobility
(Takahashi and Takahashi, 2010), but policymakers have recently adopted pro-mobility and
anti-inbreeding policies (MEXT, 2009), which enables us to see some variation in the
patterns of career development and inbreeding.
The rest of this paper is organized as follows. Section 2 reviews previous literature on
inbreeding and career development in science. Section 3 illustrates the contextual background
of the Japanese science system. Section 4 describes the data, and Section 5 presents the
results. Finally, Section 6 concludes and discusses some implications.
2. Literature Review
Academic career system differs to some extent by country in the definition of
academic ranks, promotion criteria, and so forth (Soler, 2001). In particular, the practice of
inbreeding is typically observed during the early stages of developing a university system and
is gradually replaced by mobile employment system (Horta et al., 2011). For example, in the
US, the rate of inbreeding is currently generally low (10-20%), but it used to be much higher
at the beginning of the 20th century (Handschin, 1910; Mcneely, 1932). Hargens and Farr
(1973) showed that more than 60% of the faculty members at Harvard University were inbred
in the 1910s. In the modern science system, however, inbreeding is more often considered
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negative than positive for scientific productivity, and in fact, some empirical studies have
shown that inbreeding harms productivity (e.g., Hargens and Farr, 1973; Inanc and Tuncer,
2011; Velho and Krige, 1984). Consequently, some advanced countries have attempted to
prevent inbreeding; for example, university systems in the US, the UK, and Germany tend to
prohibit internal recruitment to facilitate dynamic interaction among academics (Horta et al.,
2011; Navarro and Rivero, 2001),1 whereas other countries, such as Spain, Japan, and Russia,
are relatively tolerant to inbreeding despite rather long history of university systems (Horta et
al., 2010).
Inbreeding has been criticized basically for two reasons. A typical argument against
inbreeding is that inbreeding is a result of non-merit-based selection. Some research
institutions employ and promote academics on the basis less of merit than of other factors
such as social relationships between employers and employees (Horta et al., 2011). Faculty
members in charge of employment may desire to hire candidates who better serve them. For
example, Pezzoni et al. (2012) suggest that career progress in Italy is explained by social ties
with and work commitment to senior members in charge of employment. Furthermore, in
stratified university systems, as in the US, employment decisions are likely to be influenced
by candidates’ previous affiliations, especially by universities from which they earned
degrees (Burris, 2004). This particularistic recruitment can deter outbred productive
academics from joining and compromise institutional productivity (Bedeian and Feild, 1980).
While the above argument contends that low productivity observed in pro-inbreeding
context is a consequence of biased selection in recruitment, literature also suggests that
pro-inbreeding context can lower productivity after employment. Straightforwardly,
inbreeding can limit intellectual interaction with external academics. In fact, Velho and Krige
(1984) found that the communication level of inbred professors is lower than that of outbred
professors, using data of Brazilian academics in agriculture. Horta et al. (2010), based on a
survey of Mexican academics, suggest that inbred professors tend to rely on their internal
network as a knowledge source, which prevents cross-organizational recombination of
knowledge. Literature on creativity has consistently emphasized the indispensable role of
communication, social network, and collaboration (e.g., Amabile and Gryskiewicz, 1987;
Zhou and Shalley, 2012), and these factors are found critical determinants of productivity
particularly in the context of science (Heinze et al., 2009). Furthermore, pro-inbreeding
1 However, this policy may not be sufficient. For example, (Burris, 2004) suggests that narrowly confined PhD
exchange network, especially among elite universities, stratifies the American university system. After research
experience for some years in other universities, academics can come back to their home university.
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environments can bring about introspective organizational climate. Pelz and Andrews (1966)
suggests that inbred professors tend to lack creativity and are less willing to change research
topics. Finally, Masuda (2001) suggests that competition is hindered in research communities
with high inbreeding rates and productivity is compromised.
Although negative sides of inbreeding tend to be emphasized, literature has also
referred to potential advantages of inbreeding such as stronger commitment, efficiency in
routine work, and solidarity among faculty members (Horta et al., 2011). In fact, Simon and
Warner (1992) find that employers tend to avoid employing outbred academics because of
their weak loyalty and uncertainty about their performance. Drawing on a case study of the
Japanese university system, Horta et al. (2011) suggest that inbred professors show stronger
loyalty to their affiliations, which lowers the governance cost and transaction cost between
faculty members, and that they are accustomed to and streamline organizational routines
during their long-term (often life-time) employment. This organizational learning and routine
formation can improve job efficiency in general (Cohen and Bacdayan, 1994) and possibly
allow faculty members to concentrate more on research jobs. Masuda (2001) points out that
such positive aspects are especially relevant when a university system is in preliminary
developmental stages.
Reflecting these conflicting arguments, the overall effect of inbreeding on scientific
productivity has been controversial. The impact of inbreeding is contingent on contexts such
as national science systems and scientific fields. Even in the same country, inconsistent
results have been reported. For example, an early study on American academics found a
positive correlation between inbreeding and scientific productivity (McGee, 1960), but a later
study showed a negative correlation (Hargens and Farr, 1973). No significant effect was
found when Wyer and Conrad (1984) controlled for some confounding factors. Recent
studies seem to suggest more often negative than positive impacts of inbreeding. For example,
Eisenberg and Wells (2000), drawing on a sample of entry-level faculty members in
American Law Schools, suggest that inbred academics are less productive than outbred
academics. Inanc and Tuncer (2011), using a dataset of Turkish Technical Universities,
demonstrate a negative correlation between the department-level ratio of inbred faculty
members and individual-level research productivity.
On the basis of these studies, we aim to explore the impact of inbreeding drawing on
a case study of detailed longitudinal data of lab membership and members’ careers in a
university department in Japan. First, this study examines potentially different effects of
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various types of inbreeding on productivity, distinguishing inbreeding at three organizational
levels (university, department, and laboratory) and comparing inbreeding with and without
external experience (i.e., purely inbred vs. silver-corded). We also investigate how lab
productivity is affected by the inbreeding ratio of lab membership . Second, we examine how
inbreeding is translated into productivity incorporating career measurements. Third, to go
beyond simply evaluating the impact on productivity measured by publication output, we
analyze how inbreeding affects academics’ choice of research subjects. We assume that
inward-looking and conservative climates engendered by inbreeding could hamper academics’
creativity and lead to inflexible subject choice.
3. Context of Japanese Science System
The career system in the Japanese academia is characterized by two features. The
first is hierarchical structure of universities and rigid employment practice. As of 2010, Japan
had 86 national universities, 95 public universities, and 597 private universities (Statistics
Bureau Japan, 2012: 714-715). In Japan, the national universities are the main player of
academic research. Among others, the top seven universities are designated as pre-imperial
colleges with disproportionate prestige and resource allocation. Further among these seven,
the University of Tokyo enjoys an exceptional status. Its history dates back to the foundation
of Tokyo Imperial University in the late 19th
century, the predecessor of the present
University of Tokyo, (Yamanoi, 2007). When it was founded as the first national university in
in Japan, faculty members were recruited from Western advanced countries. As Japanese
graduates were produced in Tokyo Imperial University, they gradually replaced the foreign
professors, which is the beginning of inbreeding. Further, the graduates from Tokyo Imperial
University began to fill faculty positions in other universities subsequently founded, which
created a hierarchical relationship among universities, so called gakubatsu (literally: school
tie). In the postwar period, higher education expanded and numerous universities were built,
but the hierarchy has firmly remained, and inbreeding rates, particularly at prestigious
universities, have stayed high. As of 2003, the inbreeding rate of the University of Tokyo was
78% though it is decreasing (e.g., 98% in 1954) (Yamanoi, 2007).
The second feature of Japanese universities is its chair system. In this system, a full
professor organizes a chair, or a laboratory, as the principal investigator (PI), and under his or
her supervision an associate professor, one or a few assistant professors, other staff, and
students work as a team. This structure has created a feudalistic mentoring relationship
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between a PI and members. Decisions on employment and promotion are basically made at
the department level, and the opinion of the full professor in each chair is highly respected.
As a result, candidates for promotion are often selected within the chair, and thus, inbreeding
is common, even when a call for a new position is publicly advertised (Yamanoi, 2007).
Promotion to full professor or opening of new full-professor positions are usually made when
the head of a chair retires, and a previous associate professor in the same chair is often
promoted. Overall, the chair system facilitates internal promotion based more on seniority
than on merit (Kudo, 2007; Shimbori, 1981).
Although the practice of inbreeding has been more or less accepted until quite
recently in Japan, policymakers have begun to consider the rigid organizational structure and
low mobility as impediments to scientific productivity. The Japanese ministry of science and
education (MEXT) noticed that the inbreeding rate in Japanese universities, 62% at the
postgraduate level as of 1998, was significantly higher than in many of Western developed
countries (MEXT, 2003) and has urged to reduce inbreeding to maintain international
competitiveness. Recent policies have placed the training of young academics as the top
priority, contending that facilitating academic mobility and decreasing inbreeding is vital for
attracting talented young academics. As such, MEXT has implemented several pro-mobility
policies, including a tenure-track system introduced in 2006 after the American system.
Though the system is still in a preliminary stage, it intends to recruit young academics from
outside institutions with fair and transparent evaluation and provide them with research
environment independent of the existing chair system.
4. Sample and Data
4.1. Sample
In order to obtain detailed micro-organizational and longitudinal data of academics’
careers, this study focuses on a single university department. Specifically, we chose the
University of Tokyo for its prestigious status domestically and internationally. The University
of Tokyo has 7,700 faculty members, 14,000 undergraduate students, and 14,000 graduate
students as of 2013.2 It has 15 graduate schools, among which we selected the School of
Pharmaceutical Sciences3 for a few reasons. First, it is the smallest department in the
university, which allows us to collect comprehensive career data. Second, the field of
2 Source: http://www.u-tokyo.ac.jp/stu04/e08_02_j.html
3 This department does not participate in the tenure track program, and it basically adopts the chair system.
http://www.f.u-tokyo.ac.jp/en/
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pharmaceutical sciences is highly interdisciplinary, so graduates from the department can be
employed by different departments, and vice versa. Thus, we can observe not only
intra-departmental inbreeding but also inter-departmental inbreeding. Third, life sciences in
Japan is highly ranked (Adams et al., 2010), and the focal department leads pharmaceutical
science research in Japan.
We first collected the history data of all laboratories and all faculty members in each
laboratory since its foundation drawing on the 50th
anniversary book (UTP, 2008). The
department started as one course in the Medical School of the University of Tokyo, but it
became an independent department in the 1950s. Since then, 32 laboratories were opened,
many of which have continued to date. To these laboratories, 441 faculty members (62 full
professors, 92 associate professors, 287 assistant professors4) have been affiliated. Their
career information was collected from the anniversary book (UTP, 2008). We also collected
the data of career outside the department from a public career database5 and academics’
individual websites. Furthermore, we obtained the data of PhD students in each laboratory
from the PhD database of the University of Tokyo6 and the database of National Diet
Library.7 The department has produced approximately 1,500 PhDs since its foundation.
Finally, we downloaded the data of all publications authored by the faculty members since
1972 from the Thomson Reuters ISI Web of Science (WoS).
The following analyses focus on 20 laboratories among the 32, dropping 12
laboratories that was terminated or have recently opened. As of 2008, the department had 80
faculty members: 20 full professors, who play the role of the PI, 12 associate professors, and
48 assistant professors. The department currently produces approximately 50 PhDs every year.
We created two sets of panel data. The first is an unbalanced panel at the individual PI level,
covering 46 PIs’ careers of 4 - 32 years.8 The second is an unbalanced panel at the lab level,
covering the history of the 20 laboratories, where each laboratory had one to four PIs during
on average 30 years of period. Descriptive statistics for each panel are shown in Appendix 1.
4.2. Measurement
4 Different job titles may be given to young academics (e.g., lecturer), but this paper collectively calls them
“assistant professor.” 5 Source: http://researchmap.jp/
6 Source: http://gazo.dl.itc.u-tokyo.ac.jp/gakui/index.html
7 Source: http://www.ndl.go.jp/en/
8 Because publication data from WoS is limited before the 1970s, 46 academics who were active as a full
professor in the focal department after 1980 are used in the following analyses, and the panel data covers 32
years of 1980-2011.
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4.2.1. Dependent variables
Scientific productivity. Scientific productivity is predicted at the individual PI’s level
(Ch.5.2.1) and lab level (Ch.5.2.2). For the former, each PI’s productivity is measured by the
number of papers that PI i published in year t as an author (#pubit).9 For the latter, lab
productivity is measured by the number of papers that lab j published in year t with its PI as
an author (#pubjt).10
In regressions, we take the natural logarithm of these measurements to
mitigate skewness.
Transition of research subjects.11
We first collected the data of references cited in
all papers that PI i published in each year. We assume that when academics do not change
research subjects, a set of references should be stable over time, but that when research
subjects are changed, a new set of references should be cited. Thus, we computed the reuse
rate of references by the percentage of references that PI i cited in year t among all the
references that PI i had cited before year t (%ref reuseit).12
4.2.2. Independent variables
Inbreeding. For each PI, we prepared three dummy variables of inbreeding at three
organizational levels. First, following most previous studies, we prepared a dummy variable
assigned one if PI i graduated from the same university, i.e., the University of Tokyo
(univ-level inbredi). The second dummy is assigned one if PI i graduated from the same
department, i.e., the School of Pharmaceutical Sciences of the University of Tokyo
(dept-level inbredi). The third dummy is assigned one if PI i earned his or her degree from the
same laboratory, i.e., if employed and promoted inside a chair (lab-level inbredi).13
9 We also computed the number of total citations given to the papers that PI i published in year t. Since the
result with citation-count measurement is qualitatively similar to that with publication count, we primarily report
the latter. 10
Both measures are basically the same, except that the unit of the latter is laboratory so PIs may change during
the history of a laboratory. In the Japanese chair system, almost all publications from lab members are
co-authored by the PI of the laboratory in life sciences. 11
Literature has proposed similar measurements. For example, Franzoni et al. (2010) draw on change in
research areas identified by keywords. We used citation information instead of keywords because keywords are
missing in the past in the WoS. Other previous measurements aim to evaluate the novelty of research contents
(Uzzi et al., 2013), but our interest is in how flexibly inbred academics can change research subjects than in how
novel their research is. 12
For example, if an academic’s cited references in a particular year are all included in the list of past
references, %ref reuse = 100, suggesting that the academic continues previous research subject. On the other
hand, if none of an academic’s cited references is included in the list of past references, %ref reuse = 0,
implying that research subjects are largely changed. 13
Some academics obtained multiple degrees from different affiliations though rare. In such a case, we regard it
as inbreeding if at least one degree comes from the same university, department, or laboratory. To be clear, if an
academic is inbred at the lab level, all three dummy variables take the value of one.
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We also prepared inbreeding rates among lab members. Similarly, we computed the
proportion of inbred members in lab j in year t (%univ-level inbred memberjt, %dept-level
inbred memberjt, and %lab-level inbred memberjt).
External experience. We prepared a few measurements of external experience. If PI
i was affiliated in year t with a public research organization (PRO), a private firm, and a
foreign organization, respective dummy variables are assigned one (PROit, firmit, and
foreignit). If PI i had changed affiliations in year t, a dummy variable is assigned one
(mobilityit). Using these measures, we also computed cumulative measurements. That is, if PI
i had been at least once affiliated to a PRO, private firm, or foreign organization before year t,
three dummy variables are respectively assigned one (past PROit, past firmit, and past
foreignit). In addition, the number of institutions to which PI i had been affiliated before year t
is computed (#mobilityit).
Control variables. We control for several factors. First, year t is controlled for
because publication pattern (frequency, etc.) changes over time (yeart). For regressions at the
individual-PI level, the number of years since PI i became a full professor till year t is
computed (#years since promotionit). In addition, we prepare a dummy variable assigned one
if PI i had already been promoted to a full professor before year t (promotedit). We also
compute PI’s pre-promotion productivity by the number of papers that PI i authored before
his or her promotion to a full professor (pre-promotion #pubi). At the lab level, we control for
lab size by the number of PhD students in lab j in year t (#PhDjt) and by amount of yearly
budget in millions of JPY (¥Budgetjt). In addition, the number of years from the opening of
lab j till year t is controlled (lab agejt). Finally, research fields are controlled at the lab level
by five dummies: biology, chemistry, pharmacology, physics, and analysis (field dummiesj).
Because all PIs in our sample are male, we do not control for gender.
5. Results
5.1. Transition of Inbreeding Rate
With the above-mentioned definition of inbreeding,14
we computed inbreeding rates
for full, associate, and assistant professors, respectively. Figure 1 illustrates the transition of
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Our definition of inbreeding, i.e., being employed by the same organization from which they graduated,
allows inbred academics to have external experience in the middle of their career and return to their original
organization. In contrast, inbreeding can be defined narrowly as staying in the same organization since PhD
without external experience (Horta, 2013). We primarily use the former definition because we suppose that
external experience in the case of return mobility often occurs within the network of gakubatsu (a school tie)
and is better understood as a form of inbreeding.
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inbreeding rates from the 1980s to the 2000s. As of the 2000s, all three organizational ranks
taken together, we find that 56% of faculty members are from the same laboratory, 10% from
the same department, and 10% from the same university. Thus, by the commonly used
definition of inbreeding, 76% were inbred and only 24% were outbred. In the 1980s, the
inbreeding rate for all three ranks was about 90%. Thus, inbreeding seems to have decreased
but still remains at a high level. This is consistent with a previous finding that inbreeding is
common in prestigious universities in Japan (Yamanoi, 2007). A breakdown of organizational
ranks indicates that inbreeding is more common at junior career stages than at senior stages.
As of the 2000s, 56% of assistant professors were inbred while 40% of full professors were
inbred at the lab level. Thus, recruitment seems more open to external academics as the career
stage proceeds. The trend of decreasing inbreeding is most apparent for full professors. In the
1980s, the inbreeding rates were 100%, 93%, and 93% at full, associate, and assistant levels,
but they decreased to 60%, 74% and 78% in the 2000s.
5.2. Inbreeding and Productivity
5.2.1. Individual Level
First, we examine how inbreeding affects the scientific productivity of PIs (Table 1).
The panel data is restricted to the period when each academic plays the PI role of a laboratory.
Model 1 in Table 1A examines the effect of inbreeding at the three organizational levels,
controlling for some attributes of laboratories. The result shows that lab size is positively
associated with productivity (#PhD: b = .035, p < .001; ¥Budget: b = .047, p < .01), that
period since promotion is positively associated with productivity (#years since promotion: b
= .009, p < .1), and that productivity differs by field (p < .01). After these factors are
controlled for, Model 1 shows that inbreeding at the university level has a positive effect
(univ-level inbred: b = .493, p < .05). This positive effect is likely to be attributed to the fact
that graduates of the University of Tokyo are highly selected. Since the recruitment decision
in Japan is usually made at the department and lab levels, the inbreeding variables
corresponding to these levels are of greater interest. Model 1 indicates that department-level
inbreeding has a negative effect (dept-level inbred: b = -.369, p < .05) while lab-level
inbreeding does not have a significant effect (lab-level inbred: p > .1). The former negative
effect is consistent with previous literature.
To investigate the mechanism behind the negative effect of inbreeding, Models 2 and
3 add several variables. One of the problems of inbreeding is that inbred academics lack
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external network, which can hamper their creativity (Horta et al., 2010). To test this
possibility, Model 2 adds experience variables. The result shows no significant effect of
external experience and suggests a stronger negative effect of department-level inbreeding
(dept-level inbred: b = -.460, p < .05). Thus, the result does not support the mediating effect
of external experience. A different line of argument is that the negative effect is a result of
non-merit-based selection (Horta et al., 2011). Model 3 tests this hypothesis by controlling
for pre-promotion productivity. The result shows that the negative effect of department-level
inbreeding disappears (dept-level inbred: b = .014, p > .1), suggesting that the negative effect
of inbreeding is mediated by selection, where lower productivity of inbred academics is
already manifested at the time of promotion. Interestingly, the effect of lab-level inbreeding
becomes larger though still insignificant (lab-level inbred: b = -.185, p > .1).
To further investigate the influence of external experience, Table 1B distinguishes
inbreeding with and without external experience. Model 1 tests the effect of university-level
inbreeding, and the result shows significantly positive coefficients for both variables of the
university-level inbreeding (with external experience: b = .503, p < .05; without: b = .610, p
< .05). The difference is marginal, suggesting that the external affiliation does not matter for
this level of inbreeding. Model 2 focuses on department-level inbreeding, and the result
shows that inbreeding with external experience has a more strongly negative effect (with: b =
-.395, p < .05 vs. without: b = -.288, p > .1), which contradicts the hypothesis that a lack of
external experience deters productivity. A possible interpretation is that relatively high
performers continuously stay in the home affiliation while relatively low performers are
forced to move out before obtaining full professorship (Lawson and Shibayama, 2015).
Model 3 makes a similar distinction for lab-level inbreeding but finds no significant effect.
Further, Models 4-6 incorporate the past productivity of PIs, showing that the effects
of inbreeding observed in Models 1 and 2 largely disappear. These results are consistent with
the above argument that the positive effect of university-level inbreeding is attributed to high
performance of top-school graduates, and that the negative effect of department-level
inbreeding with external experience may be explained by forced mobility of low-performers.
Interestingly, Models 4-6 show significantly negative effects of lab-level inbreeding,
especially strongly when a PI had external experience (Model 6: b = -.332, p < .05). This
suggests that lab-level inbreeding could have a long-lasting detrimental effect even after
promotion.15
15
This section examines the mediating effects of experience and pre-promotion performance. Though the same
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5.2.2. Lab Level
Next, we examine the effect of inbreeding rates among lab members in Table 2.
Model 1 includes the PI’s inbreeding variables with some control variables, showing a
consistent result with the previous section.16
Model 2 includes measurements for the
inbreeding rates of lab members, showing a significantly negative effect of lab-level inbred
membership (%lab-level inbred: b = -.467, p < .01). After the PI’s inbreeding is controlled for,
Model 3 still shows this negative effect of the lab level and also indicates a university-level
negative effect and a department-level positive effect. Since these three variables are highly
correlated (Appendix 1B), we also ran separate regressions (Models 4-6). The result suggests
that the department-level inbreeding rate has a positive effect on productivity (Model 5: b
= .353, p < .05) while the lab-level inbreeding rate has a rather negative, though insignificant,
effect (Model 6: b = -.214, p = .11). These opposite effects may reflect the conflicting
mechanisms behind inbreeding effects.17
Excessive homogeneity in membership, restricted
to a single lab background, can cause an introspective organizational climate and restrict
knowledge sources, while a modest extent of inbreeding can improve solidarity and lower the
transaction cost among members (Horta et al., 2011). In addition, merit-based selection may
be compromised when new lab members have to be chosen from too narrow a group of
candidates in the same laboratory.
5.3. Inbreeding and Flexibility of Research Subjects
Next, we examine whether inbreeding restricts the choice of research subjects due to
their lack of creativity or narrow knowledge base (Pelz and Andrews, 1966). Drawing on
citation information, we traced the stability of research subjects through academics careers,
including before promotion to a full professor. Table 3 presents the result of regressions.
Model 1 shows a positive coefficient for the number of years since promotion (b = .367, p
< .001), so research subjects are becoming more stable through career development. However,
since the dummy variable for having been promoted to a full professor has a negative effect
variables could have moderating effects, we did not find significant effects when incorporating interaction terms
in regressions. 16
We do not control for pre-promotion productivity of individual PIs because we cannot compute it for some
PIs due to the restriction of publication data. Instead, we assume that the selection effect is incorporated in the
individual-level inbreeding variables. 17
To further investigate the conflicting effects of inbreeding and see if there is an optimal level of inbreeding
rates, we run regressions with quadratic terms of the inbreeding rates. However, we did not find curvilinear
relationship.
15
(promoted: b = -4.107, p < .05), academics gain greater autonomy in choosing research
subjects after earning the PI’s position. Among experience factors, a dummy of PRO shows a
negative effect (b = -4.477, p < .1), suggesting that research subjects are more changeable in
PROs than in universities. This may be because research in PROs is mission-oriented and
research subjects are affected by societal needs but not only by academics’ preferences.
Model 2 further includes inbreeding variables, showing that lab-level inbreeding has a
positive effect (b = 2.567, p < .05). This result is consistent with the argument that inbreeding
can narrow academics’ perspectives (Pelz and Andrews, 1966). Based on this regression
model, we estimate the rates of reused references as a function of the number of years
before/after promotion. Comparing the inbred and outbred academics according to the
lab-level inbreeding definition, Figure 2 shows similar trajectories for both groups after
promotion. However, before promotion, while the inbred group shows a rather stable pattern,
the outbred group shows lower stability. That is, outbred academics more often change
research subjects until earning full professorship. In addition, outbred academics experience a
drastic change in research subjects at the year of promotion (t = 0). Promotion for outbred
academics means that they attained independence from their previous PI, whereas inbred
academics, even after attaining a PI’s position, may be influenced by the inertia of the
laboratory’s past research path.
6. Conclusions and Discussion
The training of academic scientists is essential in sustaining innovation system, and
policymakers have been implementing various policies on academic career development
(OECD, 2002; OECD, 2008). Among others, academic mobility has been emphasized as an
instrument to reinforce scientific productivity (EC, 2010; MEXT, 2009) while inbreeding has
been denounced as an impediment to productivity (Horta et al., 2011; Navarro and Rivero,
2001). Despite this policy trend, no clear consensus has been reached concerning the effects
of immobility or inbreeding, possibly due to different research settings and definition of
inbreeding. The current study aims to contribute to the literature by offering a case study of
the Japanese scientific community with in-depth career data. We focus on a single university
department and collected the career data of all their lab members since the 1950s, with which
the effect of inbreeding on scientific productivity and its background mechanisms are
investigated.
The result indicates a negative correlation between inbreeding at the department
16
level and scientific productivity, and this seems to be explained by the selection for
promotion and employment. That is, faculty members hired from outside tend to be high
performers, whereas those promoted internally (i.e., inbred academics) might have been
promoted even if more productive candidates are available outside the institution. This result,
on the one hand, supports the hypothesis that inbreeding is associated with particularistic and
non-merit-based selection (Bedeian and Feild, 1980; Horta et al., 2011). On the other hand,
the fact that high-performers are recruited from outside implies that productivity plays a
certain role at least in the selection of outbred academics.18
Since literature attributes the potential negative effect of inbreeding to a lack of
cross-organizational communication and social network (Horta et al., 2010), this study also
investigates the effect of external experience by comparing purely inbred academics and
those who moved out once and returned to the home institution (Berelson, 1960). However,
our data do not support this hypothesis. To the contrary, the results show that inbred
academics with previous external experience are less productive than those without such
experience. This is possibly because relatively low performers are forced to move out before
returning home (Lawson and Shibayama, 2015).
This study examines inbreeding measured at different organizational levels.
Inbreeding is often defined as universities employing their own graduates, which includes
some variations. For example, some academics may change departments inside one
university while others are employed inside a single department, and yet others are promoted
in the same laboratory. Our results imply that the effect of inbreeding at different
organizational levels have different impacts on productivity. While inbreeding at the
department level is negatively correlated with productivity, inbreeding at the university level
is positively correlated. We further investigate the inbreeding rates of lab members; i.e., the
degree of homogeneity of membership. The results indicate that laboratories consisting of
higher proportion of their own graduates yield lower productivity. This is consistent with the
hypothesis that inbreeding creates a non-creative climate and compromises productivity
(Horta et al., 2010; Pelz and Andrews, 1966; Velho and Krige, 1984).
Finally, this study tests whether inbreeding affects academics’ choice of research
18
We additionally investigated if productivity matters for the selection among inbred candidates by comparing
PIs and their potential internal rivals. As a potential rival for each inbred PI, we identified an academic who
earned a degree from the same lab around the same year and who had been in the same lab approximately until
the year of the PI’s promotion. The result suggests that inbred PIs, who got internally promoted, were
significantly more productive than their rivals, who had to move out. Thus, decisions for promotion and
employment, regardless of inbred or outbred, is based on merit at least partly.
17
subjects. The results show that inbred academics do not change research subjects as often as
outbred academics. Although infrequent subject change may not necessarily mean low
productivity or lack of creativity (Canibano et al., 2008), our result is consistent with the
argument that inbred academics tend to be introspective and unwilling to take risks on novel
subjects (Pelz and Andrews, 1966).
In Japan, inbreeding has been rather common since the foundation of the modern
university system, especially in elite institutions. Recent policies have emphasized mobility
and criticized inbreeding for its potentially negative effects on academics’ creativity and
scientific productivity. Following a global trend, policymakers have implemented several
policies to facilitate mobility and decrease inbreeding. Part of our findings is supportive to
this policy direction. However, the broad definition of inbreeding, used in the policies,
includes some variations, and our results suggest that they have different effects on
productivity. Such variations should be taken into consideration in designing future policies.
Our results need to be interpreted with caution. In particular, the generalizability of
this study is limited due to the peculiar sample. For example, we suppose that the positive
effect of university-level inbreeding is explained by the research excellence of the top
university, which may not be observed in lower-ranked universities. A similar effect may be
found in top universities in countries with a stratified university system. Our focal department
is the smallest in the University of Tokyo, which may strengthen the negative aspect of
inbreeding (e.g., introspective climate, restricted network), so the effect might be less evident
in larger departments. Overall, future research needs to investigate inbreeding in different
contexts in terms of countries, scientific fields, university ranks, and so forth. This study
draws on bibliometric and CV analyses, but more qualitative approach is needed to confirm
mechanism behind which inbreeding affects productivity.
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21
Figure 1 Transition of Inbreeding Rate
Note: The inbreeding rates are computed for 10 years in each time period: 1976-1985 (1980), 1986-1995 (1990), and 1996-2005 (2000).
22
Figure 2 Transition of Research Subjects
Note: %Ref reuse is predicted for inbred and outbred academics based on Model 2 of Table 3.
10
15
20
25
30
%R
ef R
euse
-15 -10 -5 0 5 10 15#Years since promotion to full professor
Inbred Outbred
23
Table 1 Prediction of Scientific Productivity at the Individual PI Level: Dependent Variable = ln[1+#Pubit]
(A) Base model
Model 1 Model 2 Model 3
Control
Yeart -.002
(.005) -.002
(.005) -.014
(.010)
#Years since promotionit .009
† (.005) .009
(.006) .018
† (.010)
#PhDit .035
*** (.007) .035
*** (.008) .037
*** (.008)
ln[¥Budgetit] .047
** (.015) .046
** (.015) .048
** (.017)
Field dummiesi YES
YES
YES
ln[1 + pre-promotion #pubi]
.228 * (.089)
External experience
Past PROit
.116
(.159) .087
(.135)
Past firmit
-.009
(.184) .010
(.164)
Past foreignit
.088
(.201) -.097
(.172)
#Mobilityit
-.056
(.068) .057
(.077)
Inbreeding
Univ-level inbredi .493
* (.206) .484
* (.207) .327
(.211)
Dept-level inbredi -.369
* (.179) -.460
* (.214) .014
(.220)
Lab-level inbredi -.043
(.144) -.055
(.157) -.185
(.142)
χ2 test 66.90
***
67.79
***
81.35
***
Log likelihood -334.84
-334.39
-295.73
#Observation 529
529
467
#PI 45 45
36
Note: Unstandardized coefficients (standard errors in parentheses). Two-tailed test. †p<0.10;
*p<0.05;
**p<0.01;
***p<0.001. Ordinary least squares
regression with random-effects of individual PIs. The panel is restricted to the period during which each academic plays a role of PI (i.e., the period
before the academic was promoted to a full professor is dropped from the analysis). Model 3 drops nine PIs who were promoted before the 1970s and
whose pre-promotion productivity we cannot compute.
24
(B) Inbreeding with vs. without external experience
Model 1 Model 2 Model 3 Model 4 Model 5 Model 6
Control
Yeart -.002
(.005) -.002
(.005) -.001
(.005) -.009
(.009) -.009
(.009) -.008
(.009)
#Years since promotionit .008
(.006) .008
(.006) .008
(.006) .013
(.009) .013
(.009) .012
(.009)
#PhDit .036
*** (.007) .036
*** (.007) .035
*** (.007) .036
*** (.008) .036
*** (.008) .037
*** (.008)
ln[¥Budgetit] .047
** (.015) .047
** (.015) .047
** (.015) .050
** (.017) .050
** (.017) .050
** (.017)
Field dummiesi YES
YES
YES
YES
YES
YES
ln[1 + pre-promotion #pubi]
.206 * (.085) .206
* (.085) .201
* (.085)
Inbreeding & external experience
Univ-level inbredi
.503 * (.205) .512
* (.204)
.302
(.200) .310
(.199)
(with external experience) .503
* (.205)
.302
(.200)
(without external experience) .610
* (.275)
.440
† (.259)
Dept-level inbredi -.395
* (.183)
-.355
* (.177) -.081
(.195)
-.035
(.191)
(with external experience)
-.395
* (.183)
-.081
(.195)
(without external experience)
-.288
(.218)
.057
(.218)
Lab-level inbredi -.069
(.149) -.069
(.149)
-.267
* (.133) -.267
* (.133)
(with external experience)
-.160
(.178)
-.332
* (.153)
(without external experience)
.037
(.160)
-.151
(.147)
χ2 test 67.30
***
67.30
***
68.08
***
80.42
***
80.42
***
80.80
***
Log likelihood -334.64
-334.64
-334.25
-296.19
-296.19
-296.00
#Observation 529
529
529
467
467
467
#PI 45 45
45
36
36
36
Note: Unstandardized coefficients (standard errors in parentheses). Two-tailed test. †p<0.10;
*p<0.05;
**p<0.01;
***p<0.001. Ordinary least squares
regression with random-effects of individual PIs. The distinction of inbreeding with and without external experience is made for each organizational level
separately to avoid collinearity.
25
Table 2 Prediction of Scientific Productivity at Lab Level: Dependent Variable = ln[1+#Pubjt]
Model1 Model2 Model3 Model4 Model5 Model6
Control
Yeart .007
* (.003) .006
† (.003) .006
* (.003) .007
* (.003) .009
** (.003) .005
† (.003)
#Years since promotionit .010
* (.004) .013
** (.004) .011
* (.004) .010
* (.004) .007
† (.004) .013
** (.004)
Lab agejt .003
(.002) .005
* (.002) .004
† (.002) .003
(.002) .003
(.002) .004
† (.002)
#PhDjt .041
*** (.009) .040
*** (.009) .037
*** (.009) .040
*** (.009) .038
*** (.009) .041
*** (.009)
ln[¥Budgetjt] .092
*** (.017) .089
*** (.018) .095
*** (.017) .091
*** (.017) .088
*** (.017) .096
*** (.018)
Field dummiesj YES
YES
YES
YES
YES
YES
Inbreeding of PI
Univ-level inbredi .718
*** (.123)
.851
*** (.142) .684
*** (.137) .672
*** (.125) .725
*** (.123)
Dept-level inbredi -.597
*** (.112)
-.850
*** (.127) -.597
*** (.112) -.675
*** (.117) -.580
*** (.113)
Lab-level inbredi .014
(.084)
.179
† (.093) .009
(.085) .009
(.084) .067
(.090)
Inbreeding rate of lab
%Univ-level inbred memberjt
.283
(.260) -.841 **
(.309) .106
(.187)
%Dept-level inbred memberjt
.218
(.259) 1.304 ***
(.305)
.353 * (.165)
%Lab-level inbred memberjt
-.467 **
(.146) -.584 ***
(.159)
-.214
(.136)
χ2 test 147.08
***
118.46
***
168.51
***
147.40
***
151.63
***
149.55
***
Log likelihood -600.39
-614.70
-589.67
-600.23
-598.11
-599.15
#Observation 663
663
663
663
663
663
#Lab 20 20 20 20 20 20
Note: Unstandardized coefficients (standard errors in parentheses). Two-tailed test. †p<0.10;
*p<0.05;
**p<0.01;
***p<0.001. Ordinary least squares
regression with random-effects of laboratories.
26
Table 3 Prediction of Transition of Research Subjects: Dependent Variable = %Ref reuseit
Model 1 Model 2
Control
#Years since promotionit .367
*** (.067) .370
*** (.068)
Promotedit -4.107
* (1.599) -3.543
* (1.616)
ln[1 + #pubit] 2.000
** (.750) 1.992
** (.750)
Field dummiesi YES
YES
External experience
PROit -4.477
† (2.558) -4.928
† (2.562)
Firmit -.948
(2.944) -1.206
(2.935)
Foreignit .113
(2.926) -.251
(2.930)
Mobilityit -2.102
(1.720) -2.189
(1.722)
Inbreeding
Univ-level inbredi
3.807
(3.177)
Dept-level inbredi
-1.485
(2.396)
Lab-level inbredi
2.567 * (1.165)
χ2 test 55.24
***
61.80
***
Log likelihood -4135.91
-4132.63
#Observation 1022
1022
#PI 46 46
Note: Unstandardized coefficients (standard errors in parentheses). Two-tailed test. †p<0.10;
*p<0.05;
**p<0.01;
***p<0.001. Ordinary least squares
regression with random-effects of individual PIs. We do not include the measurements of lab attributes (i.e., ¥budget, #PhD) unlike Tables 1 and 2, since
this regression includes the pre-promotion period when academics do not have their own lab.
27
Appendix 1 Description and Correlation a
(A) Individual-PI level panel
Variable Mean S.D. Min Max 1 2 3 4 5 6 7 8 9 10 11 12
1. ln[1 + #pubit] 2.36 .66 .00 3.93
2. ln[1 + pre-promotion #pubi] 3.76 .91 1.61 5.08 .38
3. Yeart 1996 9.12 1980 2011 -.04 .52
4. #Years since promotionit 9.55 6.94 .00 39.00 -.14 -.22 .11
5. #PhDit 4.66 3.58 .00 18.00 .31 .19 .02 -.03
6. ln[¥Budgetit] 2.67 1.54 .00 6.03 .20 .06 -.10 -.18 .39
7. Past PROit .23 .42 .00 1.00 -.12 -.09 .19 -.21 -.05 .10
8. Past firmit .11 .32 .00 1.00 -.13 -.19 -.10 -.15 -.19 .02 .29
9. Past foreignit .11 .32 .00 1.00 .06 .17 .22 -.08 .13 .01 .05 -.05
10. #Mobilityit 2.32 1.43 1.00 7.00 -.19 .07 .34 -.12 -.16 .00 .50 .24 .32
11. Univ-level inbredi .86 .34 .00 1.00 .07 -.17 -.22 .17 .03 -.03 -.10 .07 -.20 -.51
12. Dept-level inbredi .74 .44 .00 1.00 -.02 -.22 -.23 .10 .14 .00 -.14 -.07 -.12 -.63 .67
13. Lab-level inbredi .49 .50 .00 1.00 .04 -.01 -.07 -.13 .13 -.03 -.17 -.24 -.13 -.53 .39 .58
Note: Bold italic: p < .05. #Observation = 529 (#PI = 45). The panel is restricted to the period at which each academic plays a role of PI (i.e., the period
before the academic was promoted to a full professor is dropped from the analysis).
a Bold italic: p < .05. (A) #Observation = 529 (#PI = 45). The panel is restricted to the period at which each academic plays a role of PI (i.e., the period before
the academic was promoted to a full professor is dropped from the analysis). (B) #Observation = 663 (#Lab = 20).
28
(B) Lab level panel
Variable Mean S.D. Min Max 1 2 3 4 5 6 7 8 9 10 11
1. ln[1 + #pubjt] 2.39 .71 .00 3.93
2. Yeart 1993 10.97 1973 2010 .14
3. #Years since promotionit 9.40 5.89 1.00 28.00 .09 -.03
4. Lab agejt 45.25 31.69 .00 117.00 .16 .21 .02
5. #PhDjt 4.60 3.44 .00 18.00 .26 .07 .06 .19
6. ln[¥Budgetjt] 2.51 1.51 .00 6.03 .22 .15 -.13 .11 .36
7. Univ-level inbredi (PI) .87 .33 .00 1.00 .14 -.22 .13 .14 .01 -.06
8. Dept-level inbredi (PI) .73 .45 .00 1.00 .06 -.15 .00 .20 .12 -.01 .62
9. Lab-level inbredi (PI) .47 .50 .00 1.00 .13 .08 .06 .51 .13 .01 .36 .58
10. %Univ-level inbred memberjt .87 .23 .00 1.00 .18 -.29 .23 .18 .09 .00 .75 .51 .34
11. %Dept-level inbred memberjt .80 .26 .00 1.00 .18 -.30 .21 .24 .17 .02 .62 .73 .45 .84
12. %Lab-level inbred memberjt .61 .33 .00 1.00 .15 -.14 .25 .50 .26 .10 .46 .53 .70 .57 .68
Note: Bold italic: p < .05. #Observation = 663 (#Lab = 20).