Operators Associated with Hermite Semigroup - A Survey.
Optimal control for distributed systems subject to null-controllability. Application to discriminating sentinels
We consider a distributed system in which the state q is governed by a parabolic equation and a pair of controls v = (h,k) where h and k play two different roles: the control k is of controllability type while h expresses that the state q does not move too far from a given state. Therefore, it is natural to introduce the control point of view. In fact, there are several ways to state and solve optimal control problems with a pair of controls h and k, in particular the Least Squares method...
Optimal control of dynamical processes in two-phase systems of solid-liquid type
Optimization of measurements for state estimation in parabolic distributed systems
Parabolic measure on domains of class Lip
Parabolic-elliptic correspondence of a three-level finite difference approximation to the heat equation.
Partial differential equations and image smoothing
Partielle Differentialgleichungen und deren Anwendung auf physicalische Fragen [Book]
Periodic solutions of the Stefan problem with Hysteresis-Type boundary conditions.
Polarized abelian varieties and the heat equations
Produits rapides matrice-vecteur en bases d'ondelettes : application à la résolution numérique d'équations aux dérivés partielles
Propriétés asymptotiques de l'équation de la chaleur sur une variété compacte
Quasi-boundary value method for non-well posed problem for a parabolic equation with integral boundary condition.
Recursion relations and the asymptotic behavior of the eigenvalues of the laplacian
Refinement of an Lp-Estimate of Solonnikov for a Parabolic Equation of the Second Order with Conormal Boundary Condition.
Regularization and error estimates for nonhomogeneous backward heat problems.
Regularization and new error estimates for a modified Helmholtz equation.
Regularization of a discrete backward problem using coefficients of truncated Lagrange polynomials.
Regularization of the backward heat equation via heatlets.
Regularizing sets of irregular points.