1 - Approximate methods in optimization problems |
2 - Lectures on mathematical theory of extremum problems |
3 - Maximum and minimum principles : a unified approach, with applications |
4 - Methods of descent for nondifferentiable optimization |
5 - Minimax methods in critical point theory with applications to differential equations |
6 - Necessary conditions for an extremum |
7 - Numerical optimization techniques |
8 - On extreme values of stationary stochastic processes with exponential covariance functions |
9 - Optimization in integers and related extremal problems |
10 - Optimization theory : the finite dimensional case |