Semistochastic decomposition scheme in mathematical programming and game theory
Shape Hessian for generalized Oseen flow by differentiability of a minimax: A Lagrangian approach
The goal of this paper is to compute the shape Hessian for a generalized Oseen problem with nonhomogeneous Dirichlet boundary condition by the velocity method. The incompressibility will be treated by penalty approach. The structure of the shape gradient and shape Hessian with respect to the shape of the variable domain for a given cost functional are established by an application of the Lagrangian method with function space embedding technique.
Solution of some problems of minimax control for a multivariate linear stochastic system
Sur l'ellipsoïde de volume minimum parmi ceux dans lesquels un certain nombre de sections centrales ont des aires données