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ORCIDComputers & Mathematics with Applications, Volume 103
Volume 103, December 2021
- Salar Seyednazari, Mehdi Tatari, Davoud Mirzaei
:
Error and stability estimates of a least-squares variational kernel-based method for second order elliptic PDEs. 1-11 - Brendan Keith:
A priori error analysis of high-order LL* (FOSLL*) finite element methods. 12-18 - Suraj R. Kashyap, Rajeev K. Jaiman:
A robust and accurate finite element framework for cavitating flows with moving fluid-structure interfaces. 19-39 - Gonzalo Galiano:
Error analysis of some nonlocal diffusion discretization schemes. 40-52 - Agnieszka Boltuc, Eugeniusz Zieniuk:
PIES for 2D elastoplastic problems with singular plastic strain fields. 53-64 - Maria Teresa Malheiro, Gaspar José Machado, Stéphane Clain:
An a posteriori strategy for adaptive schemes in time for one-dimensional advection-diffusion transport equations. 65-81 - Bo Zheng, Yueqiang Shang:
Local and parallel finite element algorithms based on domain decomposition for the 2D/3D Stokes equations with damping. 82-103 - Shuaichao Pei, Yanren Hou, Qi Li:
A linearly second-order, unconditionally energy stable scheme and its error estimates for the modified phase field crystal equation. 104-126 - Ruma Rani Maity, Apala Majumdar, Neela Nataraj:
Parameter dependent finite element analysis for ferronematics solutions. 127-155 - Jan Zapletal, Raphael Watschinger, Günther Of, Michal Merta:
Semi-analytic integration for a parallel space-time boundary element method modelling the heat equation. 156-170
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