Moore's Conjecture for Polyhedral Products

Abstract

Moore's Conjecture is shown to hold for generalized moment-angle complexes and a criterion is proved that determines when a polyhedral product is elliptic or hyperbolic.

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Cited by in corpus (3)

• Exponential growth in the rational homology of free loop spaces and in torsion homotopy groups
• Polyhedral products over finite posets
• Characterisation of polyhedral products with finite generalised Postnikov decomposition