Mathematics – Functional Analysis
Scientific paper
2010-05-11
Mathematics
Functional Analysis
9 pages
Scientific paper
Let G be an infinite discrete group of type FP-infinity and let p>1 be a real
number. We prove that the l^p-homology and cohomology groups of G are either 0
or infinite dimensional. We also show that the cardinality of the p-harmonic
boundary of a finitely generated group is either 0, 1, or infinity.
Grinshpon Mark S.
Linnell Peter A.
Puls Michael J.
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