-convex set-valued maps with values in .
-energy of a curve on LIP-manifolds and on general metric spaces.
Painlevé-Kuratowski convergences for the solution sets of set-valued weak vector variational inequalities.
Parabolic equations relative to vector fields.
Paraconvex analysis
Paraconvex functions and paraconvex sets
We study a class of functions which contains both convex functions and differentiable functions whose derivatives are locally Lipschitzian or Hölderian. This class is a subclass of the class of approximately convex functions. It enjoys refined properties. We also introduce a class of sets whose associated distance functions are of that type. We discuss the properties of the metric projections on such sets under some assumptions on the geometry of the Banach spaces in which they are embedded. We...
Parametric and Non-Parametric Minima.
Parametric general variational-like inequality problem in uniformly smooth Banach space.
Parametric monotone generalized equations in reflexive Banach spaces.
Parametric problem of completely generalized quasi-variational inequalities.
Paramétrisation et approximation d'un problème non convexe ; application à un problème de gestion de portefeuille
Parametrization and geometric analysis of coordination controllers for multi-agent systems
In this paper, we address distributed control structures for multi-agent systems with linear controlled agent dynamics. We consider the parametrization and related geometric structures of the coordination controllers for multi-agent systems with fixed topologies. Necessary and sufficient conditions to characterize stabilizing consensus controllers are obtained. Then we consider the consensus for the multi-agent systems with switching interaction topologies based on control parametrization.
Parametrization of a family of minimal surfaces bounded by the broken lines in .
Pareto optimality for nonlinear infinite dimensional control systems.
Partial continuity for elliptic problems
Partial regularity for anisotropic functionals of higher order
We prove a partial regularity result for local minimizers of variational integrals of the type , assuming that the integrand f satisfies (p,q) growth conditions.
Partial Regularity for Certain classes for Polyconvex functionals Related to Nonlinear Elasticity.
Partial regularity for higher order variational problems under anisotropic growth conditions.
Partial regularity for minimizers of variational integrals with discontinuous integrands
Partial regularity of free discontinuity sets, I