Boundary sentinels with given sensitivity.
Boundary value problem for functional differential equations
Boundary value problems for harmonic and minimal maps of surfaces into manifolds
Boundary value problems for non-parametric surfaces of prescribed mean curvature
Boundary-influenced robust controls: two network examples
We consider the differential game associated with robust control of a system in a compact state domain, using Skorokhod dynamics on the boundary. A specific class of problems motivated by queueing network control is considered. A constructive approach to the Hamilton-Jacobi-Isaacs equation is developed which is based on an appropriate family of extremals, including boundary extremals for which the Skorokhod dynamics are active. A number of technical lemmas and a structured verification theorem...
Boundary-value problems for Hamiltonian systems and absolute minimizers in calculus of variations.
Boundedness and nonemptiness of solution sets for set-valued vector equilibrium problems with an application.
Branched Immersions of Surfaces and Reduction of Topological Type. II.
Bregman distances, totally convex functions, and a method for solving operator equations in Banach spaces.
Brève communication. Méthode de l'état adjoint par «relaxation»
Brève communication. Performance du gradient réduit généralisé avec une méthode quasi newtonienne pour la programmation non linéaire
Brève communication. Résolution numérique d'inégalités variationnelles
Brève communication. Sur la commande en temps minimum du système
Brunn-Minkowski and isoperimetric inequality in the Heisenberg group.
Bundle-based decomposition : conditions for convergence
BV functions with respect to a measure and relaxation of metric integral functionals.
BV solutions and viscosity approximations of rate-independent systems
In the nonconvex case, solutions of rate-independent systems may develop jumps as a function of time. To model such jumps, we adopt the philosophy that rate-independence should be considered as limit of systems with smaller and smaller viscosity. For the finite-dimensional case we study the vanishing-viscosity limit of doubly nonlinear equations given in terms of a differentiable energy functional and a dissipation potential that is a viscous regularization of a given rate-independent dissipation...
BV solutions and viscosity approximations of rate-independent systems∗
In the nonconvex case, solutions of rate-independent systems may develop jumps as a function of time. To model such jumps, we adopt the philosophy that rate-independence should be considered as limit of systems with smaller and smaller viscosity. For the finite-dimensional case we study the vanishing-viscosity limit of doubly nonlinear equations given in terms of a differentiable energy functional and a dissipation potential that is a viscous regularization...