Location
Dates
Presentation
The three subjects of this school are strongly interconnected. They will be presented along three viewpoints:
- theoretical aspects, showing the links with certain aspects of functional analysis, the geometry of Banach spaces, nonlinear analysis, and maximal monotone operators;
- motivations and applications, especially for dynamic optimization, the calculus of variations, mathematical programming, networks, large scale systems, decomposition;
- algorithmic and numerical aspects, as nonlinear programming, algorithms for nonsmooth optimization, and numerical optimal control.
Administrative and scientific coordinators
Scientific program
Course 1: "Deterministic and stochastic optimal control problem", F. Bonnans (INRIA, France)
Course 2: "Optimization and variational inequalities", J.-P. Crouzeix (Université Blaise Pascal, France)
Course 3: "Variational analysis", M. Lassonde (Université Antilles-Guyane, France)
Course 4: "Optimal control of partial differential equations: theoretical and numerical aspects", E. Casas (Universidad Cantabria, Spain)
Course 5: "Congestion and equilibrium in transportation networks", R. Cominetti (Universidad de Chile, Chile)
Course 6: "Set-valued analysis", A. Iusem (IMPA, Brazil)
Course 7: "Networks", application to telecommunication
Course 8: "Ph. Mahey (Université Blaise Pascal, France)", Algorithms for nonsmooth optimization
Course 9: " application to the production of electrical energy", C. Sagastizabal (IMPA, Brazil)
Course 10: "Recent nonlinear programming algorithms and industrial applications", A. Sartenaer (Université de Namur, Belgium)