Algèbre de Lie de dérivations de certaines algèbres pures
The author uses Sullivan minimal models theory to study the rational homotopy type of the \(H\)-space of homotopy self-equivalences of certain flag manifolds. These are special cases of \textit{W. Meier's} paper [Some topological properties of Kähler manifolds and homogeneous spaces, Math. Z. 183, 473-481 (1983; Zbl 0517.55005)]. The brief recollections on flag manifolds, their cohomology and minimal models, \dots provide very specific examples in the theory of minimal models.
rational homotopy type of the \(H\)-space of homotopy self-equivalences of flag manifolds
scientific article; zbMATH DE number 500567