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eucalyptus

Small Unitary Representations Of Classical Groups, in a well-defined sense explained below. The description relies heavily on the Mackey theory of induced representations, and on the theory of the oscillator representation. This paper is essentially a continuation of ↑H←. Results similar to those described here are valid for other classical Lie groups, and for classical groups over p-adic fields.

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Arbitrary

Group Representations, Ergodic Theory, Operator Algebras, and Mathematical Physics978-1-4612-4722-7Series ISSN 0940-4740

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Dorothy W. Smith R.N., M.A., Ed.D.Since this paper is related to Mackey’s influence in a roundabout way, a few words are appropriate to explain the link: ergodic theory.

Genistein

Perspectives on ComplementationWe tell the story of the happy life together of induced bundles, invariant wave equations, and scattering transformations, in the universal cosmos. Also how the first two of these are coming to live together on a more equal footing.

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Interview with Bríd ó GallchoirA fundamental problem in geometry is to understand the automorphism group of a geometric structure. In this paper, we discuss the contribution that ergodic theory can make in this direction. We shall see that one can obtain new basic results, some quite definitive, that have not been obtained by purely geometric methods.

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Lattices in U(n.1),Since this paper is related to Mackey’s influence in a roundabout way, a few words are appropriate to explain the link: ergodic theory.

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