Mixed VEM with novel non-linear stabilization for p-Laplace equation, establishing non-Hilbertian inf-sup stability, continuity, coercivity, and a priori error estimates.
Sur l’approximation, par´el´ements finis d’ordre un, et la r´esolution, par p´enalisation-dualit´e d’une classe de probl`emes de Dirichlet non lin´eaires
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A Mixed Virtual Element Method for the p-Laplace equation
Mixed VEM with novel non-linear stabilization for p-Laplace equation, establishing non-Hilbertian inf-sup stability, continuity, coercivity, and a priori error estimates.