The conjecture H: A lower bound of cohomologic dimension for an elliptic space

Details The conjecture H: A lower bound of cohomologic dimension for an elliptic space The conjecture H: A lower bound of cohomologic dimension for an elliptic space

2007-12-21

arxiv.org/abs/0712.3784v2

Mathematics

Algebraic Topology

18 pages; Work exposed by the second author in the Algebraic topology conference of Angers, France, October 2007

Scientific paper

The goal of this paper is to ameliorate the sufficients conditions, already
established by the first author so that the sum of the numbers of Betti, of
1-connected rational finite CW-complex, is higher than the dimension of his
$\mathbb Q$-vectorial space of homotopy, we will present it in two aspects, one
algebraic and another geometrical.

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