Proves first-order convergence of semi-discrete monotone schemes for HJ equations on Wasserstein space over finite graphs via a weighted L1 adjoint framework with boundary-vanishing weight and bootstrap estimates on discrete gradients.
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First-Order Convergence of Monotone Schemes for Hamilton--Jacobi Equations on the Wasserstein Space on Graphs
Proves first-order convergence of semi-discrete monotone schemes for HJ equations on Wasserstein space over finite graphs via a weighted L1 adjoint framework with boundary-vanishing weight and bootstrap estimates on discrete gradients.