Research Program
Application Domains
New Software and Platforms
New Results
- Macroscopic traffic flow models on networks
- Initial-boundary value problems for non-local scalar conservation laws
- High order schemes for non-local conservation laws
- Isogeometric analysis for hyperbolic systems
- Sensitivity equation method for hyperbolic systems
- Characterization of model uncertainty for turbulent flows
- Optimization accounting for experimental and numerical uncertainties
- Modeling activated/inhibited cell-sheet wound dynamics
- A Nash game for the coupled problem of conductivity identification and data completion
- Bayesian Optimization approaches to find Nash equilibria
- Crowd motion modeled by Fokker-Planck constrained Nash games
- Concurrent Aerodynamic Optimization of Rotor Blades Using a Nash Game Method
- Parametric optimization of pulsating jets in unsteady flow by Multiple-Gradient Descent Algorithm (MGDA)
- Stochastic Multiple Gradient Descent Algorithm
- Finite-volume goal-oriented mesh adaptation for aerodynamics using functional derivative with respect to nodal coordinates
- Quasi-Riemannian approach to constrained optimization
- Multifidelity surrogate modeling based on Radial Basis Functions
Partnerships and Cooperations
Bibliography
Research Program
Application Domains
New Software and Platforms
New Results
- Macroscopic traffic flow models on networks
- Initial-boundary value problems for non-local scalar conservation laws
- High order schemes for non-local conservation laws
- Isogeometric analysis for hyperbolic systems
- Sensitivity equation method for hyperbolic systems
- Characterization of model uncertainty for turbulent flows
- Optimization accounting for experimental and numerical uncertainties
- Modeling activated/inhibited cell-sheet wound dynamics
- A Nash game for the coupled problem of conductivity identification and data completion
- Bayesian Optimization approaches to find Nash equilibria
- Crowd motion modeled by Fokker-Planck constrained Nash games
- Concurrent Aerodynamic Optimization of Rotor Blades Using a Nash Game Method
- Parametric optimization of pulsating jets in unsteady flow by Multiple-Gradient Descent Algorithm (MGDA)
- Stochastic Multiple Gradient Descent Algorithm
- Finite-volume goal-oriented mesh adaptation for aerodynamics using functional derivative with respect to nodal coordinates
- Quasi-Riemannian approach to constrained optimization
- Multifidelity surrogate modeling based on Radial Basis Functions
Partnerships and Cooperations
Bibliography
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