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Spectral Decompositions and Analytic Sheaves London Mathematical Society Monographs New Series



This monograph is about spectral decompositions and sheaves. It uses the language of homological algebra and sheaf theory to describe both classical results and recent developments in the spectral theory of linear operators. more details
Key Features:
  • Provides a detailed and comprehensive description of spectral decompositions and sheaves
  • Uses the language of homological algebra and sheaf theory to describe both classical results and recent developments in the spectral theory of linear operators
  • Provides a comprehensive understanding of how spectral decompositions and sheaves are used in theoretical physics and engineering


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Features
Author Jörg Eschmeier,Mihai Putinar
ISBN 9780198536673
Publication Date 09/08/2006
Publisher Oxford University Press
Manufacturer Oxford University Press
Description
This monograph is about spectral decompositions and sheaves. It uses the language of homological algebra and sheaf theory to describe both classical results and recent developments in the spectral theory of linear operators.

This monograph uses the language of homological algebra and sheaf theory to describe both classical results and recent developments in the spectral theory of linear operators. It draws together concepts from function theory and complex analytical geometry.
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