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math.KT2020★ 2 cited
Higher genera for proper actions of Lie groups, Part 2: the case of manifolds with boundary
Paolo Piazza, Hessel Posthuma
Let G be a finitely connected Lie group and let K be a maximal compact subgroup. Let M be a cocompact G-proper manifold with boundary, endowed with a G-invariant metric which is of…
math.KT2018★ 5 cited
Higher genera for proper actions of Lie groups
Paolo Piazza, Hessel Posthuma
Let G be a Lie group with finitely many connected components and let K be a maximal compact subgroup. We assume that G satisfies the rapid decay (RD) property and that G/K has non-…