East African Summer School in Representation Theory with...

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East African Summer School in...

East African Summer School in Representation Theory with connections to Geometry and Combinatorics (July 4-16, 2005, Kenya): the basics of the combinatorics of tableaux, symmetric functions as well as lectures on polynomial invariants and coinvariants

Mike Zabrocki et al.

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年:

2004

言語:

english

シリーズ:

Lecture notes

ファイル:

ZIP, 703 KB

IPFS:

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english, 2004

ダウンロード (zip, 703 KB)

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Cox, David A. — Ideals, Varieties, and Algorithms: An Introduction to Computational Algebraic Geometry and Commutative Algebra

Rediet Abebe — Plethysm of Schur Functions and Irreducible Polynomial Representations of the Complex General Linear Group

Henry Cohn, Joshua Greene, Jonathan Hanke — Algebraic number theory and quadratic reciprocity [Lecture notes]

Francois Dumas — An introduction to noncommutative polynomial invariants [Lecture notes]

Duong Hoang Dung — Equivariant Gröbner Bases [Master thesis]

Peter Fleischmann — On Invariant Theory Of Finite Groups [expository notes]

Michael Hancock — Gröbner Bases and Invariant Theory [Lecture notes]

Samuel Moy — Applying Gröbner bases to "solve" solvable polynomials

Jürgen Müller — Invariant Theory of Finite Groups

Jürgen Müller — More Invariant Theory of Finite Groups

Mara Dicle Neusel — Degree Bounds -- An Invitation to Postmodern Invariant Theory --

Mara Dicle Neusel — The Transfer in the Invariant Theory of Modular Permutation Representations II

Bruce E. Sagan — The Ubiquitous Young Tableau [single chapter from "Invariant Theory and Tableaux"]

Gian-Carlo Rota — Combinatorial theory and invariant theory: lecture notes by L. Guilbas

Carolyn Wendler — Groebner Bases with an Application to Integer Programming [expository notes]

Kevin Anderson — Combinatorics of Symmetric Functions

Nathan Fieldsteel — Math 765 - Computational Commutative Algebra

Jean Dieudonne, J.B. Carrell — Invariant theory, old and new

Sebastian S. Koh (eds.) — Invariant Theory

Claudio Procesi — Lie Groups: An Approach through Invariants and Representations

Cox, David A;Little, John B;O'Shea, Donal — Ideals, Varieties, and Algorithms: An Introduction to Computational Algebraic Geometry and Commutative Algebra

David A. Cox, John Little, Donal O’Shea — Ideals, varieties, and algorithms: an introduction to computational algebraic geometry and commutative algebra: with 91 illustrations

Dennis Stanton (eds) — Invariant Theory and Tableaux

W. Fulton — Young Tableaux - With Applns to Rep. Theory, Geometry [no pp. 46-47]

Bruno Buchberger, Franz Winkler — Gröbner Bases and Applications

Mara Dicle Neusel, Larry Smith — Invariant theory of finite groups

Mara Dicle Neusel — Invariant theory

Mara Dicle Neusel, Larry Smith — Invariant theory of finite groups

De Concini C., Procesi C. — The invariant theory of matrices

Corrado De Concini, Claudio Procesi — The Invariant Theory of Matrices

Larry Smith — Polynomial invariants of finite groups

François Bergeron — Algebraic Combinatorics and Coinvariant Spaces

Lauren K. Williams — Invariant Polynomials on Tensors Under the Action of a Product of Orthogonal Groups [PhD thesis]

Bernd Sturmfels — Algorithms in Invariant Theory

Bernd Sturmfels — Algorithms in Invariant Theory (2nd Edition)

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