Convergence of Discrete-Time Deterministic Games to Path-Dependent Isaacs Partial Differential Equations Under Quadratic Growth Conditions
We consider discrete-time approximations for path-dependent Isaacs partial differential equations (PDEs) of deterministic differential games under quadratic growth conditions including linear/quadratic problems with distributed and discrete delays. Owing to the path-dependence of the system, the Isa...
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Veröffentlicht in: | Applied mathematics & optimization 2022-08, Vol.86 (1), Article 13 |
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