Existence and uniqueness are established for ergodic mean field games of controls with state constraints under monotone coupling and Hamiltonians with at most quadratic growth.
(2025): Mean field game of controls with stat e reflections: Existence and limit theory
2 Pith papers cite this work. Polarity classification is still indexing.
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Establishes existence of mean field equilibrium for a benchmark-tracking portfolio game using PDE methods on reflected processes and constructs approximate Nash equilibria for large finite populations.
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Ergodic Mean Field Games of Controls with State Constraints
Existence and uniqueness are established for ergodic mean field games of controls with state constraints under monotone coupling and Hamiltonians with at most quadratic growth.
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Mean Field Game of Optimal Tracking Portfolio
Establishes existence of mean field equilibrium for a benchmark-tracking portfolio game using PDE methods on reflected processes and constructs approximate Nash equilibria for large finite populations.