Bangti Jin

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20132026

most citedThe discrete inverse conductivity problem solved by the weights of an interpretable neural network

1 citations · 1 across the 9 of their papers we have counts for

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math.NA2013

Galerkin FEM for fractional order parabolic equations with initial data in $H^{- s}, 0 < s \leq 1$

Bangti Jin, Raytcho Lazarov, Joseph Pasciak +1

We investigate semi-discrete numerical schemes based on the standard Galerkin and lumped mass Galerkin finite element methods for an initial-boundary value problem for homogeneous…

Galerkin FEM for fractional order parabolic equations with initial data in H−s, 0<s≤1

Galerkin FEM for fractional order parabolic equations with initial data in $H^{- s}, 0 < s \leq 1$