Constructs rational spaces with cone length k+1 and LS-category k for every k>2, providing counterexamples to the Lemaire-Sigrist conjecture in rational homotopy theory.
Tanré.Homotopie rationnelle: modèles de Chen, Quillen, Sullivan, volume 1025 ofLecture Notes in Mathematics
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Cone length and Lusternik-Schnirelmann category in rational homotopy
Constructs rational spaces with cone length k+1 and LS-category k for every k>2, providing counterexamples to the Lemaire-Sigrist conjecture in rational homotopy theory.