Free Boundary Problems

Table of Contents

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   Book Overview
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   Chapter 1 Structural Optimization by the Level-Set Method
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   Chapter 2 On a Variational Problem Arising in Image Reconstruction
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   Chapter 3 Ill-Posed Hele—Shaw Flows
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   Chapter 4 Finite Element Methods for Surface Diffusion
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   Chapter 5 Crystal Growth and Impingement in Polymer Melts
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   Chapter 6 Moving Bands and Moving Boundaries in an Hybrid Model for the Crystallization of Polymers
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   Chapter 7 Upscaling of Well Singularities in the Flow Transport through Heterogeneous Porous Media
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   Chapter 8 On Plasma Expansion in Vacuum
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    Chapter 9 Towards the Thermodynamic Modeling of Nucleation and Growth of Liquid Droplets in Single Crystals
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    Chapter 10 On the Intermediate Surface Diffusion Flow
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    Chapter 11 Solid Core Revisited
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    Chapter 12 Transmission-Stefan Problems Arising in Czochralski Process of Crystal Growth
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    Chapter 13 Quasi-static Melting of Crystals: Experiments and Analysis
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    Chapter 14 A Reduced Model for Simulating Grain Growth
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    Chapter 15 On a Reaction-Diffusion System for a Population of Hunters and Farmers
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    Chapter 16 The Stochastic Geometry of the Crystallization Process of Polymers
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    Chapter 17 A Posteriori Error Control of Free Boundary Problems
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    Chapter 18 The Total Variation Flow
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    Chapter 19 A Mathematical Model for Diffusion-induced Grain Boundary Motion
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    Chapter 20 Continuation of the Solution to the Chemotaxis Problem Beyond its Blow-up
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    Chapter 21 Shape Deformations and Analytic Continuation in Free Boundary Problems
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    Chapter 22 Error Estimates for Dissipative Evolution Problems
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    Chapter 23 A Multi-mesh Finite Element Method for 3D Phase Field Simulations
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    Chapter 24 Morse Description and Geometric Encoding of Digital Elevation Maps
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    Chapter 25 Behavior of a Rigid Body in an Incompressible Viscous Fluid Near a Boundary
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    Chapter 26 Crystal Growth, Coarsening and the Convective Cahn—Hilliard Equation