## Free boundary value problems: proceedings of a conference held at the Mathematisches Forschungsinstitut, Oberwolfach, July 9-15, 1989 |

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### Contents

Dynamics of nonisothermal phase separation | 1 |

Temperature dependence of hysteresis in pseudo | 27 |

Global existence and stability of solutions to | 46 |

Copyright | |

9 other sections not shown

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1990 Birkhauser Verlag algorithm applied approximation assume assumptions asymptotic Birkhauser Verlag Basel boundary value problem bounded Cahn-Hilliard equation cell Clausius-Duhem inequality computed constraint convergence convex function corresponding defined definition denote density derivatives Dirichlet boundary condition discrete interface domain eigenvalue elliptic estimates existence Figure finite element fixed flow fluid flux free boundary condition free boundary problems free energy free surface given global gradient hemivariational inequality hysteresis implies incompressible initial integral International Series interpolation inverse iteration Kenmochi Lemma level lines Lipschitz continuous Math mesh method monotone nonlinear numerical experiments Numerical Mathematics obtain optimal control parabolic parameter phase separation phase transitions positive constant pressure problem 1.1 proof properties Proposition prove quadtree rectangle region resp respectively satisfying solved spinodal decomposition stability Stefan problem step subdifferential symmetric temperature Theorem theory two-phase Stefan problem uniqueness variational inequality velocity weakly