Modeling and Simulation to understand the physical world => Mathematics: from Fundamentals to Applications

Acronym: 
SIM => MFA
Scientific managers: 
Christophe Picard (LJK), ...
Goals: 

Today, the most pressing technological, environmental, and health care problems call for predictive numerical models that can describe systems of increasing complexity and enable real-time simulations. Real-time computations are a prerequisite for controlling and acting on systems. The complexity may arise from the nonlinear coupling of several physical phenomena, interacting on several spatial and time scales, from high-dimensionality and from noisy data sets. The goal of this action is to propose new numerical models and simulation methods for complex physical systems. Four dimensions of complexity are considered:

  • Multi-scale, multi-physics modeling

  • Uncertainties in modeling

  • Numerical methods and High-performance computing

  • Optimization and inverse problems

Scientific committee: 
- Eric Blayo (LJK) - Arnaud Chauvière (TIMC) - Ibrahim Cheddadi (TIMC) - Greg McShane (Institut Fourier) - Adeline Leclercq-Samsom (LJK) - Christophe Picard (LJK) - Isabelle Sivignon (GIPSA-Lab)