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Tableaux de Young et foncteurs de Schur en algèbre et géométrie : conférence internationale, Torun, Pologne, 27 août-3 septembre, 1980 = Tablice Younga i funktory Schura w algebrze i geometrii, polonais

Auteur principal collectivité : Uniwersytet Mikołaja Kopernika, Toruń, Pologne, Editeur scientifiqueType de document : CongrèsCollection : Astérisque, 87-88Langue : anglais ; français.Pays : France.Éditeur : Paris : Société Mathématique de France, 1981Description : 1 vol. (388 p.) ; 24 cmISSN : 0303-1179.Sujet MSC : 20C30, Group theory - Representation theory of groups, Representations of finite symmetric groups
15A72, Basic linear algebra, Vector and tensor algebra, theory of invariants
14-06, Proceedings, conferences, collections, etc. pertaining to algebraic geometry
En-ligne : Numdam
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Séries SMF 087/088 (Browse shelf) Available 09623-01

Contents: J. Dieudonné, Schur functions and group representations (pp. 7–19); Henning Haahr Andersen, Line bundles on flag manifolds (pp. 21–42); J. L. Bryliński, Differential operators on the flag varieties (pp. 43–60); Michael Clausen, A constructive polynomial method in the representation theory of symmetric groups (pp. 61–77); Corrado De Concini and Claudio Procesi, Hodge algebras: a survey (pp. 79–83); Robert M. Fossum, Invariants and Schur functors in characteristic p>0 (pp. 85–95); Wim H. Hesselink, Desingularizations of orbits of concentrators (pp. 97–108); T. Józefiak, P. Pragacz and J. Weyman, Resolutions of determinantal varieties and tensor complexes associated with symmetric and antisymmetric matrices (pp. 109–189); Hanspeter Kraft, Conjugacy classes and Weyl group representations (pp. 191–205); Dan Laksov, Indecomposability of restricted tangent bundles (pp. 207–219); Dan Laksov, Weierstrass points on curves (pp. 221–247); Alain Lascoux and Marcel-Paul Schützenberger, Polynômes de Kazhdan-Lusztig pour les grassmanniennes [Kazhdan-Lusztig polynomials for Grassmannians] (pp. 249–266); A. O. Morris, Representations of Weyl groups over an arbitrary field (pp. 267–287); H. Andreas Nielsen, Free resolutions of tensor forms (pp. 289–302); V. L. Popov, Constructive invariant theory (pp. 303–334); Amitai Regev, Young tableaux and P. I. algebras (pp. 335–352); Paul Roberts, On the construction of generic resolutions of determinantal ideals (pp. 353–378); Peter Schenzel and Wolfgang Vogel, On liaison and arithmetical Buchsbaum curves in P3 (pp. 379–388).

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