Specialized Investment and Firms’ Boundaries: Evidence from Textual Analysis of Patents�Jan Bena Isil Erel �Daisy Wang Mike Weisbach �
November 2022
Kristoph Kleiner
Indiana University
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Key Result I: A Target Firm’s Patents become more similar (in non-common terms) to the Acquirer’s Patents after Acquisition
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Key Result II: Patent Similarity Increases Primarily among Vertically-Integrated Firms
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Vertical-Integrated Innovation Observations: 3,685
100 Completed Deals (Estimate)
12 Withdrawn (Estimate)
Overview According to the Authors
Grossman-Hart-Moore Theory: When two firms enter a business relationship that requires substantial specialized ownership, they are likely to merge to avoid contracting challenges arising from potential hold-up problems
Simple Implication: The need to make specialized investment can provide a motive for acquisitions
Empirical Hypothesis: Merging firms’ investments should become more specialized to their respective relationships following the acquisition
This paper: We provide evidence that is consistent with this prediction
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My Questions for the Authors
Grossman-Hart-Moore Theory: When two firms entering a business relationship that requires substantial specialized ownership, they are likely to merge to avoid contracting challenges arising from potential hold-up problems
Simple Implication: The need to make specialized investment can provide a motive for acquisitions
Empirical Hypothesis: Merging firms’ investments should become more specialized to their respective relationships following the acquisition
This paper: We provide evidence that is consistent with this prediction
Question I: Are you providing evidence of Grossman-Hart-Moore?
My Answer: I don’t think so, I think you are testing Williamson (1975, 1979, 1985) and Benjamin Klein et al. (1978)
Question II: Should you focus on Grossman-Hart-Moore?
My Answer: Yes! It’s much more interesting
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Two theories of vertical integration
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Review of Forward and Backward Integration
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Overview of Hart (1995)
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Two assets, a1 and a2, and two managers operating them, M1 and M2
Step 1: Suppose that M2, in combination with a2, supplies a widget to M1
Step 2: M1, in combination with a1, then uses this widget to produce output
Three possible ownership structures:
Proposition A: If assets a1 and a2 are independent, then non-integration is optimal.
Proposition B: If assets a1 and a2 are complementary, then integration is optimal.
Prop C: If M1's (M2's) human capital is essential, then type 1 (type 2) integration is optimal.
Prop D: If both M1's human capital and M2's human capital are essential, then all ownership structures are equally good.
Testing Proposition C of Hart�
2. Developing a measure of essential human capital
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Incorporating Direction into Patent Similarity
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��Thank you for the chance to discuss, great to meet you all, and enjoy the conference!
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