Regular, quasi-regular and induced representations of infinite-dimensional groups /

"Almost all harmonic analysis on locally compact groups is based on the existence (and uniqueness) of a Haar measure. Therefore, it is very natural to attempt a similar construction for non-locally compact groups. The essential idea is to replace the non-existing Haar measure on an infinite-dim...

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Bibliographic Details
Main Author:	Kosyak, Alexander (Author)
Format:	Book
Language:	English
Published:	Zürich, Switzerland : European Mathematical Society, [2018] Zürich, Switzerland : [2018]
Series:	EMS tracts in mathematics ; 29 EMS tracts in mathematics 29
Subjects:	Harmonic analysis Infinite-dimensional manifolds Probability measures Representations of Lie groups Topological manifolds Infinite-dimensional mathematics

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Yale University

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Call Number:	QA387 .K617 2018 (LC)

Massachusetts Institute of Technology

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Call Number:	QA613.2.K67 2018

Harvard University

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Princeton University

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Call Number:	QA613.2 .K67 2018

University of Pennsylvania

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Call Number:	QA387 .K617 2018