Add to ORKGdivisors of Cartan matrices for symmetric groups¤ By Katsuhiro UNO and Hiro-Fumi YAMADA In this paper, we give an easy description of the elementary divisors of the Cartan matrices for symmetric groups in terms of the lengths of p-regular partitions and their Glaisher correspondents. Moreover, for p = 2, it is done block wise. There we use certain kinds of cores and weights, which are similar to but different from the usual ones.
AbstractWe study the case in which eigenvalues and elementary divisors of a Cartan matrix of a p-blo...
AbstractIn this paper we investigate general properties of Cartan invariants of a finite group G in ...
In this article, we study weight 2 blocks of symmetric groups for a fixed odd prime p, and the relat...
To our friend Alun Morris on the occasion of his 70th birthday Abstract. We determine the elementary...
AbstractWe give a conjecture on relation between eigenvalues and elementary divisors of the Cartan m...
Abstract. Külshammer, Olsson and Robinson conjectured that a certain set of numbers determined the ...
We study, via character-theoretic methods, an l-analogue of the modular representation theory of the...
SIGLEAvailable from TIB Hannover: RR 4487(2001,19) / FIZ - Fachinformationszzentrum Karlsruhe / TIB ...
Abstract. Külshammer, Olsson, and Robinson developed an `-analogue of modular representation theory...
this article was an observation by Yamada. He had computed the determinants of the (reduced) spin 2-...
Let $G $ be a finite group and let $(O, K, F) $ be a p.modular system which is large enough for $G $...
In this paper, we investigate certain ideals in the center of a symmetric algebra A over an algebra...
AbstractIt is well known that the Cartan matrix of a block of a finite group cannot be arranged as a...
AbstractWe calculate the invariant factors of the standard lattice VZ inside the basic representatio...
The decomposition matrix of a finite group in prime characteristic p records the multiplicities of i...
AbstractWe study the case in which eigenvalues and elementary divisors of a Cartan matrix of a p-blo...
AbstractIn this paper we investigate general properties of Cartan invariants of a finite group G in ...
In this article, we study weight 2 blocks of symmetric groups for a fixed odd prime p, and the relat...
To our friend Alun Morris on the occasion of his 70th birthday Abstract. We determine the elementary...
AbstractWe give a conjecture on relation between eigenvalues and elementary divisors of the Cartan m...
Abstract. Külshammer, Olsson and Robinson conjectured that a certain set of numbers determined the ...
We study, via character-theoretic methods, an l-analogue of the modular representation theory of the...
SIGLEAvailable from TIB Hannover: RR 4487(2001,19) / FIZ - Fachinformationszzentrum Karlsruhe / TIB ...
Abstract. Külshammer, Olsson, and Robinson developed an `-analogue of modular representation theory...
this article was an observation by Yamada. He had computed the determinants of the (reduced) spin 2-...
Let $G $ be a finite group and let $(O, K, F) $ be a p.modular system which is large enough for $G $...
In this paper, we investigate certain ideals in the center of a symmetric algebra A over an algebra...
AbstractIt is well known that the Cartan matrix of a block of a finite group cannot be arranged as a...
AbstractWe calculate the invariant factors of the standard lattice VZ inside the basic representatio...
The decomposition matrix of a finite group in prime characteristic p records the multiplicities of i...
AbstractWe study the case in which eigenvalues and elementary divisors of a Cartan matrix of a p-blo...
AbstractIn this paper we investigate general properties of Cartan invariants of a finite group G in ...
In this article, we study weight 2 blocks of symmetric groups for a fixed odd prime p, and the relat...