Bobby Ramsey

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The property that the polynomial cohomology with coefficients of a finitely generated discrete group is canonically isomor-phic to the group cohomology is called the (weak) isocohomological property for the group. In the case when a group is of type HF ∞ , i.e. that has a classifying space with the homotopy type of a cellular complex with finitely many(More)
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