Bounded Symmetric Domains in Banach Spaces
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Description
This timely book exposes succinctly recent advances in the geometric and analytic theory of bounded symmetric domains. A unique feature is the unified treatment of both finite and infinite dimensional symmetric domains, using Jordan theory in tandem with Lie theory. The highlights include a generalized Riemann mapping theorem, which realizes a bounded symmetric domain as the open unit ball of a complex Banach space with a Jordan structure. Far-reaching applications of this realization in complex geometry and function theory are discussed.
This monograph is intended as a convenient reference for researchers and graduate students in geometric analysis, infinite dimensional holomorphy as well as functional analysis and operator theory.
Queen Mary, Univ of London, UK
Additional information
Weight | 0.728 kg |
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Dimensions | 22.9 × 15.2 cm |
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Pages | 408 |
Ships By | 2-3 days |