MAFELAP 2019 Abstracts
The abstracts for the MAFELAP 2019 conference are PDFs and are arranged in a number of ways as follows.
All the abstracts together in alphabetical order
(click here).
The Plenary talks
(click here).
Parallel session talks
(click here).
Talks grouped by mini-symposiums
MS number:
01
02
03
04
05
06
07
08
09
10
MS number:
11
12
13
14
15
16
17
18
19
20
MS number:
21
22
23
24
25
26
27
28
29
30
MS number:
31
32
33
MS:01
Recent development and applications of discontinuous Galerkin methods
MS:02
FE for moving boundary problems: current approaches and applications
MS:03
Advances in Space-Time Finite Element Methods
MS:04
FE analysis for optimal control problems
MS:05
Theoretical and computational advances in polygonal and polyhedral methods
MS:06
Novel adaptive discretization schemes for variational inequalities
MS:07
The Mathematics of Hybrid Particle Mesh Methods
MS:08
Adaptive and property preserving finite element methods
MS:09
Recent advancements in $p$ and $hp$ Galerkin methods
MS:10
Unfitted Finite Element Methods: Analysis, Algorithms and Applications
MS:11
Numerical methods in structural mechanics and for higher order problems
MS:12
Recent developments in the numerical approximation of transport equations
MS:13
Numerical Methods for Wave Problems in Complex Materials
MS:14
Numerical methods for nonlocal problems
MS:15
Numerical methods for viscoelastic problems
MS:16
Recent advances in goal-oriented adaptivity
MS:17
Finite element methods for efficient uncertainty quantification
MS:18
Shape Optimization: Theory and Practice
MS:19
Numerical Methods for Phase Field Fracture Problems
MS:20
Space-Time Methods for Wave Problems
MS:21
Finite Element Methods for Multiphysics Problems
MS:22
High Performance Finite Element Techniques
MS:23
High dimensional sampling and FE methods for UQ
MS:24
PDE Eigenvalue Problems: Computational Modeling and Numerical Analysis
MS:25
Design and analysis of finite element methods: compatibility and robustness
MS:26
Numerical Methods for Continuum Solvation
MS:27
High-frequency wave problems in heterogeneous media
MS:28
Analysis and simulations of coupled-bulk-surface PDES with applications to Biology
MS:29
Development in efficient and compatible algorithms for porous media phenomena
MS:30
Numerical methods for optics and photonics
MS:31
Multiscale problems and their numerical treatment
MS:32
Numerical Methods for Nonvariational PDEs
MS:33
Advances in Integral Equations