Efficient computation of discrete games: Estimating the effect of Apple on market structure

Author:

Chung Doug J.1ORCID,Seo Kyoungwon2ORCID,Song Reo3ORCID

Affiliation:

1. McCombs School of Business University of Texas at Austin Austin Texas USA

2. College of Business Seoul National University Gwanak‐gu Seoul South Korea

3. College of Business California State University Long Beach Long Beach California USA

Abstract

AbstractDiscrete games provide the means to analyze market dynamics with limited data. However, computing such games with many players—especially in a complete information setting—is computationally infeasible because the strategy space increases exponentially with the number of players. This study presents a novel and practical method to compute and estimate discrete games. To do so, the study introduces two methodological innovations. First, we develop an efficient simulator that requires fewer random draws to evaluate the likelihood of discrete games with multiple equilibria. The augmented simulator avoids random draws that are not compatible with the observed equilibrium outcome and, thus, efficiently uses all draws to evaluate the likelihood. Second, we utilize general‐purpose computing on graphics‐processing unit (GPGPU), using multiple processing cores in a graphics‐processing unit, to increase computational speed. The two features allow us to estimate the model significantly faster compared to traditional methods. The study's empirical application examines the effect of Apple's company‐owned stores on the retail market structure. The results show that agglomeration effects exist between Apple and upscale firms. The presence of an Apple store attracts high‐income customers, promoting the entry of upscale firms and the exit of discount firms.

Publisher

SAGE Publications

Subject

Management of Technology and Innovation,Industrial and Manufacturing Engineering,Management Science and Operations Research

Reference44 articles.

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4. Bajari P. Hong H. Krainer J. &Nekipelov D.(2010).Computing equilibria in static games of incomplete information using the all‐solution homotopy.Working Paper University of Minnesota Minneapolis MN.

5. Identification and Estimation of a Discrete Game of Complete Information

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