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Functional Currents : a new mathematical tool to model and analyse
  functional shapes

Functional Currents : a new mathematical tool to model and analyse functional shapes

Journal of Mathematical Imaging and Vision (JMIV), 2012
15 June 2012
N. Charon
A. Trouvé
ArXiv (abs)PDFHTML

Papers citing "Functional Currents : a new mathematical tool to model and analyse functional shapes"

6 / 6 papers shown
Lifting Directional Fields to Minimal Sections
Lifting Directional Fields to Minimal Sections
David R Palmer
Albert Chern
Justin Solomon
345
6
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
231
24
0
17 Nov 2021
A numerical framework for elastic surface matching, comparison, and
  interpolation
A numerical framework for elastic surface matching, comparison, and interpolation
Martin Bauer
N. Charon
Philipp Harms
Hsi-Wei Hsieh
206
21
0
20 Jun 2020
Globally Optimal Joint Image Segmentation and Shape Matching Based on
  Wasserstein Modes
Globally Optimal Joint Image Segmentation and Shape Matching Based on Wasserstein ModesJournal of Mathematical Imaging and Vision (JMIV), 2014
Bernhard Schmitzer
Christoph Schnörr
172
17
0
15 Jul 2014
The fshape framework for the variability analysis of functional shapes
The fshape framework for the variability analysis of functional shapesFoundations of Computational Mathematics (FoCM), 2014
Benjamin Charlier
N. Charon
A. Trouvé
149
50
0
24 Apr 2014
The varifold representation of non-oriented shapes for diffeomorphic
  registration
The varifold representation of non-oriented shapes for diffeomorphic registrationSIAM Journal of Imaging Sciences (SIIMS), 2013
N. Charon
A. Trouvé
3DH
242
162
0
22 Apr 2013
1
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