Variational Formulation and A Priori Estimates for the Galerkin Method for a Fractional Diffusion Equation

AUTOR(ES)

LIMA, M. E. de S.; OLIVEIRA, E. C. de; VIANA, A. da C.

FONTE

Trends in Computational and Applied Mathematics

DATA DE PUBLICAÇÃO

2022

RESUMO

ABSTRACT In this work we obtain a variational formulation and a priori estimates for approximate solutions of a problem involving fractional diffusion equations.

Documentos Relacionados

• New Extension for Sub Equation Method and its Application to the Time-fractional Burgers Equation by using of Fractional Derivative
• Numerical Simulations with the Galerkin Least Squares Finite Element Method for the Burgers’ Equation on the Real Line
• A SINGLE VARIABLE VARIATIONAL APPROXIMATION FOR A PERTURBED SCHRÖDINGER EQUATION*
• The discontinuous Galerkin method applied to convection-diffusion problems
• ESTIMATIVAS A PRIORI DO GRADIENTE, EXISTÊNCIA E NÃO-EXISTÊNCIA, PARA UMA EQUAÇÃO DA CURVATURA MÉDIA NO ESPAÇO HIPERBÓLICO