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Invariant Theory
About this Title
R. Fossum, W. Haboush, M. Hochster and V. Lakshmibai, Editors
Publication: Contemporary Mathematics
Publication Year:
1989; Volume 88
ISBNs: 978-0-8218-5094-7 (print); 978-0-8218-7676-3 (online)
DOI: https://doi.org/10.1090/conm/088
MathSciNet review: 999977
Table of Contents
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Front/Back Matter
Articles
- Andy R. Magid – Equivariant completions of affine varieties with group action [MR 999978]
- Amnon Neeman – Analytic questions in geometric invariant theory [MR 999979]
- Roy Joshua – Equivariant intersection cohomology—a survey [MR 999980]
- Joseph P. Brennan – Invariants of affine group schemes [MR 999981]
- George R. Kempf – The number of invariants [MR 999982]
- Melvin Hochster – The canonical module of a ring of invariants [MR 999983]
- Bernd Ulrich – On licci ideals [MR 999984]
- Craig Huneke, Aron Simis and Wolmer Vasconcelos – Reduced normal cones are domains [MR 999985]
- Susan Montgomery – Prime ideals and group actions in noncommutative algebras [MR 999986]
- Robert A. Gustafson – Invariant theory and special functions [MR 999987]
- Robert A. Proctor – Interconnections between symplectic and orthogonal characters [MR 999988]
- John R. Stembridge – A combinatorial theory for rational actions of $\textrm {GL}_n$ [MR 999989]
- Jerzy Weyman – Pieri’s formulas for classical groups [MR 999990]
- Stephen Doty – Submodules of symmetric powers of the natural module for $\textrm {GL}_n$ [MR 999991]
- Henning Haahr Andersen – A new proof of old character formulas [MR 999992]
- Kaan Akin – Resolutions of representations [MR 999993]
- David A. Buchsbaum – Jacobi-Trudi and Giambelli identities in characteristic-free form [MR 999994]
- Robert M. Fossum – One-dimensional formal group actions [MR 999995]
- A. Fauntleroy – Quasi-projective orbit spaces for linear algebraic group actions [MR 999996]
- R. W. Richardson – Irreducible components of the nullcone [MR 999997]
- A. G. Helminck – On the orbits of symmetric spaces under the action of parabolic subgroups [MR 999998]
- V. Lakshmibai and K. N. Rajeswari – Towards a standard monomial theory for exceptional groups [MR 999999]
- Vinay V. Deodhar – An extension of Kazhdan-Lusztig theory [MR 1000000]
- A. Lascoux and M.-P. Schützenberger – Fonctorialité des polynômes de Schubert [MR 1000001]