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Birkhauser Theorems on Regularity and Singularity of Energy Minimizing Maps

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Description

This self-contained introduction to regularity theory for energy minimizing maps provides essential coverage of recent developments in singular set structure and asymptotic behaviour. Written for mathematicians with a solid background in analysis, the lecture notes from ETH Zurich require no specialized knowledge of partial differential equations or geometric calculus of variations. The text systematically builds understanding of how energy minimizing maps behave near singularities, offering both classical results and contemporary advances in the field. Ideal for graduate students and researchers seeking a comprehensive yet accessible treatment of this important area in differential geometry and mathematical analysis.

Key Features

Self-contained introduction to energy minimizing maps regularity theory covering foundational concepts and modern developments.

Explores the structure of singular sets and asymptotic behaviour as energy minimizing maps approach singularities.

Designed for readers with general mathematical analysis background, requiring no prior expertise in partial differential equations.

Lecture notes from ETH Zurich integrate classical results with recent advances in the geometric calculus of variations.

Systematic presentation suitable for graduate-level study and research applications in differential geometry.

Product Specifications

Format
paperback
Domain
Amazon UK
Publication Date
28 March 1996
Listed Since
10 December 2006

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