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Refinement of polygonal grids using Convolutional Neural Networks with
  applications to polygonal Discontinuous Galerkin and Virtual Element methods
v1v2 (latest)

Refinement of polygonal grids using Convolutional Neural Networks with applications to polygonal Discontinuous Galerkin and Virtual Element methods

10 February 2021
P. Antonietti
E. Manuzzi
ArXiv (abs)PDFHTML

Papers citing "Refinement of polygonal grids using Convolutional Neural Networks with applications to polygonal Discontinuous Galerkin and Virtual Element methods"

5 / 5 papers shown
Title
A Deep Learning algorithm to accelerate Algebraic Multigrid methods in
  Finite Element solvers of 3D elliptic PDEs
A Deep Learning algorithm to accelerate Algebraic Multigrid methods in Finite Element solvers of 3D elliptic PDEs
Matteo Caldana
P. Antonietti
Luca Dede'
55
11
0
21 Apr 2023
Agglomeration of Polygonal Grids using Graph Neural Networks with
  applications to Multigrid solvers
Agglomeration of Polygonal Grids using Graph Neural Networks with applications to Multigrid solvers
P. Antonietti
N. Farenga
E. Manuzzi
G. Martinelli
L. Saverio
AI4CE
60
22
0
31 Oct 2022
Quasi-optimal $hp$-finite element refinements towards singularities via
  deep neural network prediction
Quasi-optimal hphphp-finite element refinements towards singularities via deep neural network prediction
Tomasz Sluzalec
R. Grzeszczuk
Sergio Rojas
W. Dzwinel
Maciej Paszyñski
53
7
0
13 Sep 2022
Learning robust marking policies for adaptive mesh refinement
Learning robust marking policies for adaptive mesh refinement
A. Gillette
B. Keith
S. Petrides
63
11
0
13 Jul 2022
Machine Learning based refinement strategies for polyhedral grids with
  applications to Virtual Element and polyhedral Discontinuous Galerkin methods
Machine Learning based refinement strategies for polyhedral grids with applications to Virtual Element and polyhedral Discontinuous Galerkin methods
Paola F. Anotnietti
F. Dassi
E. Manuzzi
57
16
0
25 Feb 2022
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