Michael Neilan
University of Pittsburgh
H-index: 29
North America-United States
Top articles of Michael Neilan
General degree divergence-free finite element methods for the Stokes problem on smooth domains
arXiv preprint arXiv:2404.14226
2024/4/22
Michael Neilan
H-Index: 21
A tangential and penalty-free finite element method for the surface Stokes problem
SIAM Journal on Numerical Analysis
2024/2/29
Michael Neilan
H-Index: 21
An Eulerian finite element method for the linearized Navier–Stokes problem in an evolving domain
IMA Journal of Numerical Analysis
2024/1/29
Michael Neilan
H-Index: 21
Maxim Olshanskii
H-Index: 26
Discrete elasticity exact sequences on Worsey–Farin splits
ESAIM: Mathematical Modelling and Numerical Analysis
2023/11/1
Jay Gopalakrishnan
H-Index: 27
Michael Neilan
H-Index: 21
Convergence of Lagrange finite element methods for Maxwell eigenvalue problem in 3D
IMA Journal of Numerical Analysis
2023/10/13
Michael Neilan
H-Index: 21
A stable and -conforming divergence-free finite element pair for the Stokes problem using isoparametric mappings
Calcolo
2023/9
Michael Neilan
H-Index: 21
A divergence-free finite element method for the Stokes problem with boundary correction
Journal of Numerical Mathematics
2023/6/27
Haoran Liu
H-Index: 5
Michael Neilan
H-Index: 21
A note on the shape regularity of Worsey–Farin splits
Journal of Scientific Computing
2023/5
Michael Neilan
H-Index: 21
Convergence of Lagrange finite elements for the Maxwell eigenvalue problem in two dimensions
IMA Journal of Numerical Analysis
2023/3
Michael Neilan
H-Index: 21
A CutFEM divergence–free discretization for the Stokes problem
ESAIM: Mathematical Modelling and Numerical Analysis
2023/1/1
Exact sequences on Worsey–Farin splits
Mathematics of Computation
2022/11
Michael Neilan
H-Index: 21
Numerical Methods for Fully Nonlinear and Related PDEs
Oberwolfach Reports
2022/8/24
Low-order divergence-free approximations for the Stokes problem on Worsey–Farin and Powell–Sabin splits
Computer Methods in Applied Mechanics and Engineering
2022/2/15
Michael Neilan
H-Index: 21
The Scott-Vogelius Method for Stokes Problem on Anisotropic Meshes
arXiv preprint arXiv:2109.14780
2021/9/30
Michael Neilan
H-Index: 21
Michael Schneier
H-Index: 7
Divergence-free Scott--Vogelius Elements on Curved Domains
SIAM Journal on Numerical Analysis
2021
Michael Neilan
H-Index: 21
Connection between grad-div stabilized Stokes finite elements and divergence-free Stokes finite elements
International journal of numerical analysis and modeling
2020/10
Michael Neilan
H-Index: 21
The Stokes complex: A review of exactly divergence–free finiteelement pairsfor incompressibleflows
2020/7/29
Michael Neilan
H-Index: 21
Exact sequences on Powell–Sabin splits
Calcolo
2020/6
Exact smooth piecewise polynomial sequences on Alfeld splits
Mathematics of Computation
2020/5
Guosheng Fu
H-Index: 15
Michael Neilan
H-Index: 21
Co-Authors
