Il problema di Stefan con condizioni al contorno non lineari
Inégalités de Sobolev et minorations du semi-groupe de la chaleur
Inequalities involving heat potentials and Green functions
We take some well-known inequalities for Green functions relative to Laplace’s equation, and prove not only analogues of them relative to the heat equation, but generalizations of those analogues to the heat potentials of nonnegative measures on an arbitrary open set whose supports are compact polar subsets of . We then use the special case where the measure associated to the potential has point support, in the following situation. Given a nonnegative supertemperature on an open set , we prove...
Initial limits of temperatures on arbitrary open sets.
Interior error estimates for semi-discrete Galerkin approximations for parabolic equations
Interior Value Problem Of Heat Conduction For A Finite Circular Cylinder
Interior value problem of heat conduction for a finite circular cylinder.
Invariant wedges for a two-point reflecting Brownian motion and the “hot spots” problem.
Inverse problems of heat transfer
Inversion of the Poisson-Hankel transform.
Invertibility of some heat potentials in norms