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Homotopie algébrique et algèbre locale. Journées S.M.F. au C.I.R.M. du 1er au 5e juin 1982 (Luminy, France). (French) Zbl 0535.00017

Astérisque, 113-114. Publié avec le concours du Centre National de la Recherche Scientifique. Paris: Société Mathématique de France. 348 p. FF 190.00; $ 25.00 (1984).

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The articles of this volume will be reviewed individually under the abbreviation ”Homotopie algébrique et algèbre locale, Journ. Luminy/France 1982, Astérisque 113-114”.
Indexed articles:
Chen, Kuo-Tsai, Loop spaces and differential forms [Zbl 0546.55012]
Félix, Yves, Espaces formels et \(\pi\) -formels [Zbl 0546.55013]
Halperin, Stephen, The structure of \(\pi_*(\Omega S)\) [Zbl 0546.55014]
Halperin, Stephen, Spaces whose rational homology and de Rham homotopy are both finite dimensional [Zbl 0546.55015]
Husemoller, Dale H., Loop space decompositions in the theory of exponents [Zbl 0546.55016]
Haefliger, André, The homology of nilpotent Lie groups made discrete [Zbl 0546.55021]
Félix, Y., Catégorie L. S. et invariant e [Zbl 0547.55007]
Shibata, Katsuyuki, Sullivan-Quillen mixed type model for fibrations and the Haefliger model for the Gelfand-Fuks cohomology [Zbl 0547.55008]
Shiga, Hiroo, Rational homotopy types of cofibrations [Zbl 0547.55009]
Thomas, Jean-Claude, Algèbre de Lie de dérivations et fibration [Zbl 0547.55010]
Sbai, Mohammed, Cocatégorie rationnelle d’un espace topologique [Zbl 0548.55003]
Golasinski, Marek, Some remarks on the rational homotopy type of diagrams and reduced \(K_ 0\) [Zbl 0548.55010]
Legrand, A., \(\pi {}_ 1\) et \(d_ 2\) [Zbl 0548.55014]
Brown, Ronald, Non-Abelian cohomology and the homotopy classification of maps [Zbl 0548.55018]
Grivel, Pierre-Paul, Fibres algébriques de fibre donné [Zbl 0549.55009]
Burghelea, D., Rational homotopy theory, group actions and algebraic K-theory of topological spaces [Zbl 0549.55010]
Félix, Yves; Löfwall, Clas, Sur le rayon de convergence de la série de Poincaré des anneaux locaux gradués [Zbl 0551.13007]
Avramov, Luchezar L., Local algebra and rational homotopy [Zbl 0552.13003]
Bøgvad, Rikard, Some elementary results on the cohomology of graded Lie algebras [Zbl 0552.17012]
Puppe, V., P. A. Smith theory via deformations [Zbl 0552.57016]
Vigué-Poirrier, Micheline, Sur la croissance des nombres de Betti de l’espace des lacets libres sur un espace donné [Zbl 0554.55006]
Prouté, Alain, Towards a \(\mathbb{Z}/p\) Hirsch lemma [Zbl 0554.55007]
Baues, Hans Joachim, The chains on the loops and 4-dimensional homotopy types [Zbl 0555.55007]
Lemaire, Jean-Michel, Sur le type d’homotopie rationnelle des espaces de Ganéa [Zbl 0555.55012]
Papadima, Stefan, Poincaré duality algebras and the rational classification of differentiable manifolds [Zbl 0555.55013]
Tanré, Daniel, Fibrations et classifiants [Zbl 0555.55014]
Avramov, Luchezar L.; Halperin, Stephen, On the structure of the homotopy Lie algebra of a local ring [Zbl 0557.13009]
Hopkins, M. J., Formulations of cocategory and the iterated suspension [Zbl 0559.55013]
Cenkl, Bohumil; Porter, Richard, Algebraic categories and homotopy theory of some C.W. complexes [Zbl 0559.55015]
Triantafillou, Georgia, An algebraic model for G-homotopy types [Zbl 0564.55009]
Allday, Christopher; Halperin, Steve, La théorie de Sullivan-de Rham pour la cohomologie rationnelle d’Alexander-Spanier [Zbl 0566.55006]
Löfwall, Clas, On the centre of graded Lie algebras [Zbl 0569.17008]
Jacobsson, Calle, On local flat homomorphisms and the Yoneda Ext-algebra of the fibre [Zbl 0572.13002]
Löfwall, Clas, A change of rings theorem for local rings [Zbl 0572.13003]
Unsöld, Hans Michael, Topological minimal algebras and Sullivan-De Rham equivalence [Zbl 0574.55007]

MSC:

00B25 Proceedings of conferences of miscellaneous specific interest
55-06 Proceedings, conferences, collections, etc. pertaining to algebraic topology
13-06 Proceedings, conferences, collections, etc. pertaining to commutative algebra