arXiv · 2312.00609
Massey iterated products and closed geodesics
Abstract
In this paper, we show that the existence of two sequences of Massey iterated product containing zero in the cohomology of a 1-connected CW complex of finite type $X$ directly bears on the unbounded growth of the Betti numbers of the free loop space of $X$.
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Bitjong Ndombol, Jean-Claude. Thomas. 2024-01-30. Massey iterated products and closed geodesics. https://arxiv.org/abs/2312.00609
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