On the cohomology of highly connected covers of finite complexes
Natalia Castellana, Juan A. Crespo, Jerome Scherer
Abstract
Relying on the computation of the Andre-Quillen homology groups for unstable Hopf algebras, we prove that the mod p cohomology of the n-connected cover of a finite H-space is always finitely generated as algebra over the Steenrod algebra.
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