most citedConvergence of a fourth order singular perturbation of the -dimensional radially symmetric Monge-Ampère equation

2 citations · 2 across the 1 of their papers we have counts for

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3 papers

math.NA2020

Divergence--free Scott--Vogelius elements on curved domains

Michael Neilan, M. Baris Otus

We construct and analyze an isoparametric finite element pair for the Stokes problem in two dimensions. The pair is defined by mapping the Scott-Vogelius finite element space via a…

math.NA2020

Convergence of Lagrange finite elements for the Maxwell Eigenvalue Problem in 2D

Daniele Boffi, Johnny Guzman, Michael Neilan

We consider finite element approximations of the Maxwell eigenvalue problem in two dimensions. We prove, in certain settings, convergence of the discrete eigenvalues using Lagrange…

math.AP2012★ 2 cited

Convergence of a fourth order singular perturbation of the -dimensional radially symmetric Monge-Ampère equation

Xiaobing Feng, Michael Neilan

This paper concerns with the convergence analysis of a fourth order singular perturbation of the Dirichlet Monge-Ampère problem in the -dimensional radial symmetric case. A deta…