Projects per year
Projects
Approximate solutions and Lagrangian duality for semi-infinite mathematical programming problems
NGUYEN, V. H. & STRODIOT, J.
1/09/06 → …
Project: Research
Convergence analysis of splitting methods for finding a zero of the sum of two maximal monotone operators. Application to variational inequalities
NGUYEN, V. H., STRODIOT, J. & SALMON, G.
1/01/93 → …
Project: Research
Duality and characterization of optimality for equilibrium problems
NGUYEN, V. H., STRODIOT, J. & NGUYEN, D.
1/07/07 → …
Project: Research
Equilibrium Problems with Equilibrium Constraints (EPECs)
NGUYEN, V. H. & STRODIOT, J.
1/09/04 → …
Project: Research
Extension of proximal methods to equilibrium problems
Nguyen, T. T. V., NGUYEN, V. H. & STRODIOT, J.
30/09/04 → …
Project: PHD
On optimization algorithms for solving discrete nonlinear programming problems. Applications to design problems in aeronautics
NGUYEN, V. H. & STRODIOT, J.
1/09/93 → …
Project: Research
Proximal type methods for solving variational inequalities
STRODIOT, J., LE DUNG, M. & NGUYEN, V. H.
1/09/04 → …
Project: Research