Dissipative Phase Transitions Book

1	Mathematical models including a hysteresis operator	1
2	Modelling phase transitions via an entropy equation : long-time behaviour of the solutions	21
3	Global solution to a one dimensional phase transition model with strong dissipation	43
4	A global in time result for an integro-differential parabolic inverse problem in the space of bounded functions	65
5	Weak solutions for Stefan problems with convections	87
6	Memory relaxation of the one-dimensional Cahn-Hilliard equation	101
7	Mathematical models for phase transition in materials with thermal memory	115
8	Hysteresis in a first order hyperbolic equation	141
9	Approximation of inverse problems related to parabolic integro-differential systems of Caginalp type	151
10	Gradient flow reaction/diffusion models in phase transitions	177
11	New existence result for a 3-D shape memory model	201
12	Analysis of a 1-D thermoviscoelastic model with temperature-dependent viscosity	225
13	Global attractor for the weak solutions of a class of viscous Cahn-Hilliard equations	247
14	Stability for phase field systems involving indefinite surface tension coefficients	269
15	Geometric features of p-Laplace phase transitions	289