Dade's Inductive Conjecture for the Ree Groups of Type G2 in the Defining Characteristic

Charles W. Eaton

Type: Article

Publication Date: 2000-04-01

Citations: 11

DOI: https://doi.org/10.1006/jabr.1999.8214

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Locations

Journal of Algebra - View

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+	On Finite Groups of p-Local Rank One and Conjectures of Dade and Robinson	2001	Charles W. Eaton
+ PDF Chat	Characters of Positive Height in Blocks of Finite Quasi-Simple Groups	2014	Olivier Brunat Gunter Malle
+	Generalized perfect isometries in some groups of Lie rank one	2005	Jean-Baptiste Gramain
+ PDF Chat	On the inductive McKay–Navarro condition for finite groups of Lie type in their defining characteristic	2022	Birte Johansson
+	Generalisations of conjectures of Brauer and Olsson	2003	Charles W. Eaton
+	UNIPOTENT ELEMENTS IN REPRESENTATIONS OF FINITE GROUPS OF LIE TYPE	2011	L. Di Martino Alexandre Zalesski
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Works Cited by This (15)

Action	Title	Year	Authors
+ PDF Chat	Character theory of finite groups	1999	I. M. Isaacs
+	SIMPLE GROUPS OF LIE TYPE	1975	I. G. Macdonald
+	Some Remarks on a Conjecture of Alperin	1989	Reinhard Knörr Geoffrey R. Robinson
+ PDF Chat	Modular representation theory of finite groups with T.I. Sylow 𝑝-subgroups	1990	Harvey I. Blau Gerhard O. Michler
+	Local Structure, Vertices and Alperin's Conjecture	1996	Geoffrey R. Robinson
+	Brauer morphism between modular Hecke algebras	1988	Marc Cabanes
+	Counting characters in blocks, I	1992	Everett C. Dade
+	Representation Theory of Finite Groups.	1968	Wilhelm Magnus MARTIN BURROW
+ PDF Chat	On Ree’s series of simple groups	1966	Harold N. Ward
+	Characters of Relatively Projective Modules II	1987	Burkhard Külshammer Geoffrey R. Robinson