December 7 -11, 2015
This workshop aims at bringing together specialists and young researchers from different mathematical backgrounds (modeling, numerical simulations and analysis) and working in the field of oncology. This workshop would follows two previous workshops successfully organized in CIRM in 2009 and 2011. The interest of bringing closer the world of mathematicians, oncologists and biologists is getting more and more accepted and is a very promising way of setting trans-disciplinary collaborations. Important progresses have been achieved in the discipline of onco-mathematics in the last decade. Marseille, where several interdisciplinary collaborations involving several PhD students and post-docs have been developed in the last years, plays an important role in these advances. The congress will focus on five topics issues, all of them concerning already ongoing projects in the Marseille’s units : 1-Microtubules, migration and cancer 2-Metronomic chemotherapy 3-Cancer Stem cells, evolution of phenotype 4-Biomarkers 5-Imaging and cancer Through these sessions, we will put in light how mathematical modeling can help oncologists in terms of prognostic, prediction and therapy scheduling. We want to gather international experts in these five area of research in order to exchange and intensify the relations between the mathematical pharmacologists and oncologists communities.
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Scientific Committee
Fabrice Barlesi (Aix-Marseille Université) Organizing Committee Nicolas André (Hospital Timone Enfants AP-HM) Plenary Speakers
From metronomic to chaotic therapy
Modeling spontaneous metastasis following surgery and tumor-tumor interactions: an in vivo-in silico approach
Modeling hematopoietic cell population dynamics for Acute Myeloid Leukemia with perspectives in control
Nenuphar: a software for the evaluation of the aggressiveness of a tumor
How the dynamics between cell populations affects tumor growth
Structured population models of clonal selection and evolution of resistance in acute leukemias
A Minimal Model for Cell Migration
TBA
Mathematical models of the transportation of anti-tumoral genetic vaccines
Metronomics: a Quest for Optimal Chemotherapy Protocol in Adult and Pediatric Oncology
Models of Living Tissues and Free Boundary Asymptotics
Non-genetic cancer cell plasticity
An Integrated Computational Approach for the Design of Patient-Specific Virtual Tumours
F-FDG in Paraganglioma Imaging
Mathematical Measures of Network Complexity for Cancer Signaling Networks |