Conference on Digital Geometry and Discrete Variational Calculus
Mar 29, 2021·
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1 min read
Jacques-Olivier Lachaud

Abstract
The goal of the conference is to gather researchers in digital geometry and discrete variational calculus, theoretical mathematical experts from geometric measure theory and variational problems and applications oriented computer scientists from image analysis or geometry processing. It would bridge the gap between various approaches to discrete calculus, and go beyond the current state of the art. We want to bring together these communities in order to promote calculus on digital spaces and structures, fostering new developments.
Date
Mar 29, 2021 9:00 AM — Apr 2, 2021 2:00 PM
Event
Conference on Digital Geometry and Discrete Variational Calculus, 29/3/2021 - 2/4/2021, CIRM, Luminy
Location
CIRM, Luminy, France (virtual)
Post conference information
Slides and videos of the conference are available on the conference website.
Keynote speakers
- Dominique Attali (CNRS - Université Grenoble Alpes)
- Yuri Boykov (The University of Waterloo)
- Julie Delon (Université Paris Descartes)
- Julie Digne (CNRS - Université Lyon 1)
- Quentin Mérigot (Université Paris-Saclay)
- Ulrich Pinkall (TU Berlin)
- Emanuele Rodolà (Sapienza University of Rome)
- Tristan Roussillon (INSA Lyon)
- Boris Thibert (Université Grenoble Alpes)
- Amir Vaxman (Utrecht University)
Scientific committees
- Yuri Boykov (The University of Waterloo)
- David Coeurjolly (CNRS - Université de Lyon)
- Mathieu Desbrun (California Institute of Technology)
- Simon Masnou (Université Lyon 1)
Organizing committees
- Yukiko Kenmochi (CNRS - Université Gustave Eiffel)
- Jacques-Olivier Lachaud (Université Savoie Mont-Blanc)
- Pascal Romon (Université Gustave Eiffel)
- Max Wardetzky (Georg-August-University Göttingen)
Event
Dgtal
Digital Geometry
Variational Model
Discrete Calculus
Computational Geometry
Image Analysis
Authors
Professor of Computer Science
My research interests include digital geometry, geometry processing, image analysis, variational models and discrete calculus.