Error Estimates for a New H^1-Galerkin EMFEM of PIDEs with Nonlinear Memory
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Abstract
In this paper, the error estimate of -Galerkin expanded mixed finite element methods (EMFEMs) is studied by investigating the semi discrete and fully discrete for parabolic integro-differential equations (PIDEs) with a nonlinear memory. We carried out theoretical survey for studying the existence and uniqueness of the numerical schemes.
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