Representations of the symmetric group which are irreducible over subgroups
2001 - degruyter.com
Let F be an algebraically closed® eld of characteristic p, and n be the symmetric group on n
letters. In this paper we classify all pairs G, D, where D is an irreducible F n-module of …
letters. In this paper we classify all pairs G, D, where D is an irreducible F n-module of …
[PDF][PDF] REPRESENTATIONS OF THE SYMMETRIC GROUP WHICH ARE IRREDUCIBLE OVER SUBGROUPS
J BRUNDAN, AS KLESHCHEV - scholar.archive.org
Let F be an algebraically closed field of characteristic p, and Σn be the symmetric group on n
letters. In this paper we classify all pairs (G, D), where D is an irreducible FΣn-module of …
letters. In this paper we classify all pairs (G, D), where D is an irreducible FΣn-module of …
[PDF][PDF] REPRESENTATIONS OF THE SYMMETRIC GROUP WHICH ARE IRREDUCIBLE OVER SUBGROUPS
J BRUNDAN, AS KLESHCHEV - darkwing.uoregon.edu
Let F be an algebraically closed field of characteristic p, and Σn be the symmetric group on n
letters. In this paper we classify all pairs (G, D), where D is an irreducible FΣn-module of …
letters. In this paper we classify all pairs (G, D), where D is an irreducible FΣn-module of …
[PDF][PDF] REPRESENTATIONS OF THE SYMMETRIC GROUP WHICH ARE IRREDUCIBLE OVER SUBGROUPS
J BRUNDAN, AS KLESHCHEV - pages.uoregon.edu
Let F be an algebraically closed field of characteristic p, and Σn be the symmetric group on n
letters. In this paper we classify all pairs (G, D), where D is an irreducible FΣn-module of …
letters. In this paper we classify all pairs (G, D), where D is an irreducible FΣn-module of …
[PDF][PDF] REPRESENTATIONS OF THE SYMMETRIC GROUP WHICH ARE IRREDUCIBLE OVER SUBGROUPS
J BRUNDAN, AS KLESHCHEV - gladstone.uoregon.edu
Let F be an algebraically closed field of characteristic p, and Σn be the symmetric group on n
letters. In this paper we classify all pairs (G, D), where D is an irreducible FΣn-module of …
letters. In this paper we classify all pairs (G, D), where D is an irreducible FΣn-module of …
Representations of the symmetric group which are irreducible over subgroups
J Brundan - J. reine angew. Math, 2001 - degruyter.com
Let F be an algebraically closed® eld of characteristic p, and n be the symmetric group on n
letters. In this paper we classify all pairs G, D, where D is an irreducible F n-module of …
letters. In this paper we classify all pairs G, D, where D is an irreducible F n-module of …
[PDF][PDF] REPRESENTATIONS OF THE SYMMETRIC GROUP WHICH ARE IRREDUCIBLE OVER SUBGROUPS
J BRUNDAN, AS KLESHCHEV - Citeseer
Let F be an algebraically closed field of characteristic p, and Σn be the symmetric group on n
letters. In this paper we classify all pairs (G, D), where D is an irreducible FΣn-module of …
letters. In this paper we classify all pairs (G, D), where D is an irreducible FΣn-module of …
[引用][C] Representations of the symmetric group which are irreducible over subgroups
J Brundan, AS Kleshchev - Journal fur die Reine und Angewandte …, 2001 - elibrary.ru
[PDF][PDF] REPRESENTATIONS OF THE SYMMETRIC GROUP WHICH ARE IRREDUCIBLE OVER SUBGROUPS
J BRUNDAN, AS KLESHCHEV - scholar.archive.org
Let F be an algebraically closed field of characteristic p, and Σn be the symmetric group on n
letters. In this paper we classify all pairs (G, D), where D is an irreducible FΣn-module of …
letters. In this paper we classify all pairs (G, D), where D is an irreducible FΣn-module of …
[PDF][PDF] REPRESENTATIONS OF THE SYMMETRIC GROUP WHICH ARE IRREDUCIBLE OVER SUBGROUPS
J BRUNDAN, AS KLESHCHEV - darkwing.uoregon.edu
Let F be an algebraically closed field of characteristic p, and Σn be the symmetric group on n
letters. In this paper we classify all pairs (G, D), where D is an irreducible FΣn-module of …
letters. In this paper we classify all pairs (G, D), where D is an irreducible FΣn-module of …