Spinoffs and Clustering
Russell Golman and Steven Klepper
Carnegie Mellon University Department of Social & Decision Sciences
November 2013
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Spinoffs and Clustering Russell Golman and Steven Klepper Carnegie - - PowerPoint PPT Presentation
Spinoffs and Clustering Russell Golman and Steven Klepper Carnegie Mellon University Department of Social & Decision Sciences November 2013 Russell Golman (Carnegie Mellon) Spinoffs & Clustering November 2013 1 / 24 Introduction If
Carnegie Mellon University Department of Social & Decision Sciences
Russell Golman (Carnegie Mellon) Spinoffs & Clustering November 2013 1 / 24
Introduction
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Introduction
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Introduction
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Industry Evidence
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Industry Evidence
1 More innovative industries have more often become highly
2 Clusters typically were characterized by an early successful firm
3 A greater percentage of entrants in the clusters than elsewhere
4 Spinoffs accounted for a disproportionate share of the leaders in
5 Clusters prospered after spinoffs entered, even while in some
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Industry Evidence
6 Spinoffs performed better than other entrants. 7 Larger firms spawned spinoffs at a higher rate. 8 Spinoffs from larger firms were superior performers. 9 Spinoffs that entered at a larger size tended to perform better. 10 Spinoffs in clusters outperformed spinoffs elsewhere. 11 Spinoffs initially produced similar types of products as their
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A Model of Industrial Evolution through Innovation
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A Model of Industrial Evolution through Innovation
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A Model of Industrial Evolution through Innovation
2)
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A Model of Industrial Evolution through Innovation
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A Model of Industrial Evolution through Innovation
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Addressing the Stylized Facts Clustering
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Addressing the Stylized Facts Clustering
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Addressing the Stylized Facts Growth of a Cluster
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Addressing the Stylized Facts Growth of a Cluster
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Addressing the Stylized Facts Growth of a Cluster
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Addressing the Stylized Facts Spinoff Entry and Performance
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Addressing the Stylized Facts Spinoff Entry and Performance
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Addressing the Stylized Facts Spinoff Entry and Performance
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Addressing the Stylized Facts Spinoff Entry and Performance
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Conclusion
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Conclusion
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Conclusion
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Conclusion
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Appendix
s (1 − zs) for η ∈ {0, 1, 2, . . .}.
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