Page 1 DE GRUYTER Anvarbek M. Meirmanov EXPOSITIONS IN MATHEMATICS 3 The Stefan
Problem W DE G Page 2 • Page 3 Page 4 Page 5 de Gruyter Expositions in Mathematics 3 …

..." What do you call work?"" Why ain't that work?" Tom resumed his whitewashing, and
answered carelessly:" Well. lI1a), he it is, and maybe it aill't. All I know, is, it suits Tom …

The classical Stefan model is a free boundary problem that represents thermal processes in
phase transitions just by accounting for heat-diffusion and exchange of latent heat. The …

In this paper, we present a new thermodynamic framework within the context of continuum
mechanics, to predict the behavior of crystallizing polymers. The constitutive models that are …

We consider a one-phase Stefan problem for the heat equation with a superlinear reaction
term. It is known from a previous work (Ghidouche, Souplet, & Tarzia [5]) that all global …

This series is aimed at publishing work dealing with the definition, development and
application of fundamental theory and methodology, computational and algorithmic …

A recent model for the penetration of solvents into polymers leads to a parabolic free
boundary problem with unusual boundary conditions. It is shown that the model equations …

Crystallization and solidification in polymers is a problem of great importance to the polymer
processing industry. In these processes, the melt is subjected to deformation while being …

A multidimensional, multiphase problem of Stefan type, involving quasilinear parabolic
equations and nonlinear boundary conditions is considered. Regularization techniques and …

In this paper we review a series of mathematical models formulated for the flow of waxy
crude oils, that is, of mineral oils with a high content of paraffinic hydrocarbons (with the …