Theoretical and Numerical Research on Elliptic Obstacle Problems - Tong, Yuxia;Gu, Jiantao;Xu, Xiujuan
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The mathematical theory of obstacle problems has been extensively researched over the last years. The obstacle problem is a typical example of the elliptic variational inequality. Many important problems, such as the torsion of an elastic-plastic cylinder, the Stefan problem can be formulated by transformation to an obstacle problem. This book aims at the theoretical research and the numerical analysis of elliptic obstacle problems.

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Produktbeschreibung
The mathematical theory of obstacle problems has been extensively researched over the last years. The obstacle problem is a typical example of the elliptic variational inequality. Many important problems, such as the torsion of an elastic-plastic cylinder, the Stefan problem can be formulated by transformation to an obstacle problem. This book aims at the theoretical research and the numerical analysis of elliptic obstacle problems.
Autorenporträt
Yuxia TONG is one teacher of North China University of Science and Technology, who is now engaged in teaching and research work of partial differential equations and their applications.