Finding a Peter-Weyl Basis for Small Representations of O_N^+

Description
Title: Finding a Peter-Weyl Basis for Small Representations of O_N^+
Authors: McDonald, Alexander
Date: 2015-05-11
Abstract: We review the basic theory of compact quantum groups. We study thire quantum Peter-Weyl theory and the Woronowicz-Tannaka-Krein theorem. In the last chapter we discuss the orthogonal quantum group O+ N and nd an orthogonal basis of the invariant subspace for n = 2; 3 and a partial result for n = 4.
URL: http://hdl.handle.net/10393/32488
CollectionMathématiques et statistiques // Mathematics and Statistics
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