Abstract
Convergence of and error estimates of numerical approximations of viscosity solutions
Takis Souganidis
University of Chicago
I will review the theory of and present new results about the convergence
(with/out rates) of (monotone) numerical approximatons to the viscosity
solutions of fully nonlinear, first- and second-order partial differential equations.
(with/out rates) of (monotone) numerical approximatons to the viscosity
solutions of fully nonlinear, first- and second-order partial differential equations.
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