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Regional Specialization and Knowledge Output: An Agent-Based Simulation of the Vienna Life Sciences

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Part of the book series: Economic Complexity and Evolution ((ECAE))

Abstract

This study aims at identifying the effects of agents’ specialization in research fields on their research performance by means of an agent-based model of the Vienna life sciences, which builds upon the SKIN model. Specialization of agents, e.g. research organizations, firms or universities, is found to play a crucial role in the innovative performance of an industry or a research area. Also in the policy arena, specialization of regions and sectors attained renascent importance through the concept of smart specialization. In order to contribute to the crucial discussion whether specialization or rather diversification is more likely to promote innovative activities, we run simulation scenarios with varying degrees of specialization. Findings provide evidence for both aspects; whereas a higher degree of specialization is found to be favourable for the creation of patent applications and high-tech jobs, diversification is found to be favourable for the creation of scientific publications.

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Notes

  1. 1.

    The abbreviation ABM will be used equivalently for ‘agent-based modeling’ and ‘agent-based models’.

  2. 2.

    Life sciences include biotechnology, pharmaceuticals, health services, and medical devices and equipment (OECD 2009, p. 96). Biotechnology is defined as “the application of science and technology to living organisms, as well as parts, products and models thereof, to alter living or non-living materials for the production of knowledge, goods and services.” (OECD 2005, p. 9).

  3. 3.

    ‘Dedicated’ refers to the predominant activity of the firm (LISAvienna 2011, p. 151).

  4. 4.

    ‘Related’ refers to providing activities, e.g. providing technical products, biotechnology/medical device-specific services (LISAvienna 2011, p. 151).

  5. 5.

    The Jaccard-index (Leydesdorff 2008, p. 79) is defined as \( {J}_{r_1{r}_2}=\frac{X_{r_1{r}_2}}{X_{r_1}+{X}_{r_2}-{X}_{r_1{r}_2}} \), where r 1 and r 2 denote research fields with \( {r}_1,{r}_2\in R=\left\{{r}_m\left|m=1,\dots, M\right.\right\} \), \( {X}_{r_1{r}_2} \) denotes the number of co-occurrences of research fields in organizations and \( {X}_{r_1} \) and \( {X}_{r_2} \) denote the occurrence of research field r 1and r 2, respectively.

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Correspondence to Martina Dünser .

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Appendix

Appendix

Table 1 Specialization scenarios
Table 2 Agents’ research fields
Table 3 Agents’ attributes

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Dünser, M., Korber, M. (2017). Regional Specialization and Knowledge Output: An Agent-Based Simulation of the Vienna Life Sciences. In: Vermeulen, B., Paier, M. (eds) Innovation Networks for Regional Development. Economic Complexity and Evolution. Springer, Cham. https://doi.org/10.1007/978-3-319-43940-2_10

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