Stefan Schnake

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20162019

most cited

H^{1}

-norm error estimate for a nonstandard finite element approximation of second-order linear elliptic PDEs in non-divergence form

2 citations · 4 across the 4 of their papers we have counts for

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math.NA2019★ 2 cited

$H^{1}$ -norm error estimate for a nonstandard finite element approximation of second-order linear elliptic PDEs in non-divergence form

Xiaobing Feng, Stefan Schnake

This paper establishes the optimal $H^{1}$ -norm error estimate for a nonstandard finite element method for approximating $H^{2}$ strong solutions of second order linear elliptic PDEs i…

H1-norm error estimate for a nonstandard finite element approximation of second-order linear elliptic PDEs in non-divergence form

$H^{1}$ -norm error estimate for a nonstandard finite element approximation of second-order linear elliptic PDEs in non-divergence form