Abstract

Recent studies of urban scaling show that important socioeconomic city characteristics such as wealth and innovation capacity exhibit a nonlinear, particularly a power law scaling with population size. These nonlinear effects are common to all cities, with similar power law exponents. These findings mean that the larger the city, the more disproportionally they are places of wealth and innovation. Local properties of cities cause a deviation from the expected behavior as predicted by the power law scaling. In this paper we demonstrate that universities show a similar behavior as cities in the distribution of the ‘gross university income’ in terms of total number of citations over ‘size’ in terms of total number of publications. Moreover, the power law exponents for university scaling are comparable to those for urban scaling. We find that deviations from the expected behavior can indeed be explained by specific local properties of universities, particularly the field-specific composition of a university, and its quality in terms of field-normalized citation impact. By studying both the set of the 500 largest universities worldwide and a specific subset of these 500 universities -the top-100 European universities- we are also able to distinguish between properties of universities with as well as without selection of one specific local property, the quality of a university in terms of its average field-normalized citation impact. It also reveals an interesting observation concerning the working of a crucial property in networked systems, preferential attachment.

Highlights

  • Recent work of Bettencourt and West and their colleagues on urban scaling [1,2] addresses the behavior of cities as complex systems

  • In this paper we demonstrate that universities show a similar behavior as cities

  • Data and Method We used the data of the 500 largest universities in the world in terms of publications covered by the Web of Science which we collected for the Leiden Ranking 2011–2012 [20]

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Summary

Introduction

Recent work of Bettencourt and West and their colleagues on urban scaling [1,2] addresses the behavior of cities as complex systems. Denoting the observed value of the number of citations for each specific university with Ci we calculated the residuals of the scaling distribution of each university in a similar way as in the urban scaling study [2]: j1i~ ln1⁄2Ci=C(P)Š~ ln1⁄2Ci=a1Pb1 Š

Results
Conclusion
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