bookOxford University Press eBooksJul 25, 2002Closed access

Gamma-Convergence for Beginners

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Abstract

This book introduces the main concepts of the theory of De Giorgi's Gamma-convergence and gives a description of its main applications to the study of asymptotic variational problems. The content is based on results obtained during thirty years of research. The book is divided into sixteen short chapters, an Introduction, and an Appendix. After explaining how a notion of variational convergence arises naturally from the study of the asymptotic behaviour of variational problems, the Introduction presents a number of examples that show how diversified the applications of this notion may be. The first chapter covers the abstract theory of Gamma-convergence, including its links with lower semicontinuity and…

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Topics & keywords

Keywords
  • Convergence (economics)
  • Homogenization (climate)
  • Mathematics
  • Calculus (dental)
  • Sobolev space
  • Applied mathematics
  • Discontinuity (linguistics)
  • Computer science
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