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Springer Analytic D-Modules and Applications: 247 (Mathematics and Its Applications, 247)

Name: Analytic D-Modules and Applications: 247 (Mathematics and Its Applications, 247)
Brand: Springer

Mathematical Analysis

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This is the first monograph to be published on analytic D-modules and it offers a complete and systematic treatment of the foundations together with a thorough discussion of such modern topics as the Riemann--Hilbert correspondence, Bernstein--Sata polynomials and a large variety of results concerning microdifferential analysis. Analytic D-module theory studies holomorphic differential systems on complex manifolds. It brings new insight and methods into many areas, such as infinite dimensional representations of Lie groups, asymptotic expansions of hypergeometric functions, intersection cohomology on Kahler manifolds and the calculus of residues in several complex variables. The book contains seven chapters and has an extensive appendix which is devoted to the most important tools which are used in D-module theory. This includes an account of sheaf theory in the context of derived categories, a detailed study of filtered non-commutative rings and homological algebra, and the basic material in symplectic geometry and stratifications on complex analytic sets. For graduate students and researchers.

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Brand: Springer
Format: paperback
ASIN: 9048142385
Category: Books > Subjects > Science, Nature & Maths > Mathematics > Mathematical Analysis
Domain: Amazon UK
Publication Date: 15 December 2010
Listed Since: 20 September 2010

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Springer Analytic D-Modules and Applications: 247 (Mathematics and Its Applications, 247)

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