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A generalized Nash equilibrium problem arising in banking regulation: An existence result with Tarski's theorem
Journal article   Peer reviewed

A generalized Nash equilibrium problem arising in banking regulation: An existence result with Tarski's theorem

Yann Braouézec and Keyvan Kiani
Operations Research Letters, Vol.51(1), pp.105-110
02/01/2023

Abstract

Generalized games Banking regulation Cournot oligopoly Asset sales Tarski's fixed point theorem
"When hit with an adverse shock, banks that do not comply with capital regulation sell risky assets to satisfy their solvency constraint. When financial markets are imperfectly competitive, this naturally gives rise to a GNEP. We consider a new framework with an arbitrary number of banks and assets, and show that Tarski's theorem can be used to prove the existence of a Nash equilibrium when markets are sufficiently competitive. We also prove the existence of ϵ-Nash equilibria."
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KIANI_A generalized Nash equilibrium problem arising in banking regulation
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https://doi.org/10.1016/j.orl.2022.12.003View
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Collaboration types
Domestic collaboration
Citation topics
6 Social Sciences
6.10 Economics
6.10.82 Finance-Growth Nexus
Web of Science research areas
Operations Research & Management Science
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