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Lifting Vectorial Variational Problems: A Natural Formulation based on
  Geometric Measure Theory and Discrete Exterior Calculus

Lifting Vectorial Variational Problems: A Natural Formulation based on Geometric Measure Theory and Discrete Exterior Calculus

2 May 2019
Thomas Möllenhoff
Daniel Cremers
ArXiv (abs)PDFHTML

Papers citing "Lifting Vectorial Variational Problems: A Natural Formulation based on Geometric Measure Theory and Discrete Exterior Calculus"

5 / 5 papers shown
Title
Lifting Directional Fields to Minimal Sections
Lifting Directional Fields to Minimal Sections
David R Palmer
Albert Chern
Justin Solomon
143
2
0
06 May 2024
DeepCurrents: Learning Implicit Representations of Shapes with
  Boundaries
DeepCurrents: Learning Implicit Representations of Shapes with Boundaries
David R Palmer
Dmitriy Smirnov
Stephanie Wang
Albert Chern
Justin Solomon
AI4CE
65
20
0
17 Nov 2021
Lifting the Convex Conjugate in Lagrangian Relaxations: A Tractable
  Approach for Continuous Markov Random Fields
Lifting the Convex Conjugate in Lagrangian Relaxations: A Tractable Approach for Continuous Markov Random Fields
Hartmut Bauermeister
Emanuel Laude
Thomas Möllenhoff
Michael Moeller
Daniel Cremers
67
10
0
13 Jul 2021
On the Connection between Dynamical Optimal Transport and Functional
  Lifting
On the Connection between Dynamical Optimal Transport and Functional Lifting
Thomas Vogt
Roland Haase
D. Bednarski
J. Lellmann
25
4
0
06 Jul 2020
Flat Metric Minimization with Applications in Generative Modeling
Flat Metric Minimization with Applications in Generative Modeling
Thomas Möllenhoff
Daniel Cremers
47
5
0
12 May 2019
1