Present challenges of mathematics in oncology and biology of cancer / Nouveaux défis des mathématiques en oncologie et biologie du cancer

Collection Present challenges of mathematics in oncology and biology of cancer / Nouveaux défis des mathématiques en oncologie et biologie du cancer

Organizer(s) André, Nicolas ; Barbolosi, Dominique ; Benabdallah, Assia ; Hubert, Florence
Date(s) 07/12/2015 - 11/12/2015
linked URL http://conferences.cirm-math.fr/1412.html

All the collection videos (3)

57:20

published on January 19, 2016

Modeling spontaneous metastasis following surgery and concomitant resistance: an in vivo-in silico approach

By Sébastien Benzekry

37:06

published on December 11, 2015

Interview at CIRM: Dominique Barbolosi

By Dominique Barbolosi

59:52

published on January 19, 2016

From metronomic to... chaotic therapy ?

By Nicolas André

Mathematics
and Interactions

Clément Delcamp : Topological Symmetry and Duality in Quantum Lattice Models

Aggregation-Diffusion Equations & Collective Behavior: Analysis, Numerics and Applications / Conférence Chaire Jean Morlet: Equations d'agrégation-diffusion et comportement collectif: Analyse, schémas numériques et applications

Cours Sorbonne Université

Arithmetic Geometry – A Conference in Honor of Hélène Esnault on the Occasion of Her 70th Birthday

Collection Present challenges of mathematics in oncology and biology of cancer / Nouveaux défis des mathématiques en oncologie et biologie du cancer

Modeling spontaneous metastasis following surgery and concomitant resistance: an in vivo-in silico approach

Interview at CIRM: Dominique Barbolosi

From metronomic to... chaotic therapy ?

Dynamics of strategic agents and algorithms as PDEs

Lagrangian, Eulerian and Kantorovich formulations of multi-agent optimal control problems

Global existence and boundedness for chemotaxis models with local sensing

Gradient flows for sampling and their deterministic interacting particle approximations

Suppression of chemotactic blow-up by buoyancy

Metallic mean Wang tiles

Topological aspects of discrete spectrum

Approximating entropy/pressure for multidimensional shifts of finite type

Phase transitions on one-dimensional symbolic systems

Symmetries in symbolic dynamics