Dynamic Models of Competition with Endogenous Network Formation: The Case of Constant Output

The paper examines discrete-time network models of competition with a finite planning horizon. Firms produce a homogeneous product in constant quantities and sell it in a common market. In a nonterminal period, the behavior of each firm is characterized by a multicomponent profile that includes, among other things, the amount of investment and the structure of bilateral links with partner firms. The latter affects the technological state of the firm and allows it to reduce its current costs. The endogenous structure of partner firms is described by a network. For the models under study, an open-loop Nash equilibrium is characterized.

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Publication Details

Journal
Doklady Mathematics
Published
2024-12-01
DOI
https://doi.org/10.1134/s1064562424702375
Primary Topic
Game Theory and Applications
Type
article
Field-Weighted Citation Impact
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article

Dynamic Models of Competition with Endogenous Network Formation: The Case of Constant Output

Artem Sedakov, V. A. Kochevadov
Doklady Mathematics
Game Theory and Applications
article

Dynamic Models of Competition with Endogenous Network Formation: The Case of Constant Output

Artem Sedakov, V. A. Kochevadov
article en

Abstract

The paper examines discrete-time network models of competition with a finite planning horizon. Firms produce a homogeneous product in constant quantities and sell it in a common market. In a nonterminal period, the behavior of each firm is characterized by a multicomponent profile that includes, among other things, the amount of investment and the structure of bilateral links with partner firms. The latter affects the technological state of the firm and allows it to reduce its current costs. The endogenous structure of partner firms is described by a network. For the models under study, an open-loop Nash equilibrium is characterized.

Doklady MathematicsVol. 110(S2)
St Petersburg University (RU)
Openalex Percentile: Top 66%
Game Theory and Applications
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