2026-07-072026-07-07http://salesiana.dossiersoluciones.com/handle/123456789/209384A two-player stochastic differential game representation has recently been obtained for solutions of the equation -Δ_\infty u=h in a \calC^2 domain with Dirichlet boundary condition, where h is continuous and takes values in \RR\setminus\{0\}. Under appropriate assumptions, including smoothness of u, the vanishing δlimit law of the state process, when both players play δ-optimally, is identified as a diffusion process with coefficients given explicitly in terms of derivatives of the function u.14 pagesProbability91A15, 91A23, 35J70text