On the structure of spaces of commuting elements in compact Lie groups

Published 24 Mar 2012 in math.AT | (1203.5439v1)

Abstract: In this note we study topological invariants of the spaces of homomorphisms Hom(\pi,G), where \pi\ is a finitely generated abelian group and G is a compact Lie group arising as an arbitrary finite product of the classical groups SU(r), U(q) and Sp(k).

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