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LENGTHS OF PARABOLIC SUBGROUPS IN FINITE COXETER GROUPS

Year 2011, Volume: 9 Issue: 9, 10 - 37, 01.06.2011

Sarah B. Hart Peter J. Rowley

Abstract

The definition of length for an element in a Coxeter group was generalized by Perkins and Rowley [7] to assign a length to subsets of a Coxeter group. Here the lengths of irreducible parabolic subgroups of finite Coxeter groups are determined.

Keywords

Coxeter group length parabolic subgroup

Year 2011, Volume: 9 Issue: 9, 10 - 37, 01.06.2011

Sarah B. Hart Peter J. Rowley

Abstract

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Details

Other ID JA23TE56TU
Journal Section Articles
Authors

Sarah B. Hart This is me

Peter J. Rowley This is me

Publication Date June 1, 2011
Published in Issue Year 2011 Volume: 9 Issue: 9

Cite

APA Hart, S. B., & Rowley, P. J. (2011). LENGTHS OF PARABOLIC SUBGROUPS IN FINITE COXETER GROUPS. International Electronic Journal of Algebra, 9(9), 10-37.
AMA Hart SB, Rowley PJ. LENGTHS OF PARABOLIC SUBGROUPS IN FINITE COXETER GROUPS. IEJA. June 2011;9(9):10-37.
Chicago Hart, Sarah B., and Peter J. Rowley. “LENGTHS OF PARABOLIC SUBGROUPS IN FINITE COXETER GROUPS”. International Electronic Journal of Algebra 9, no. 9 (June 2011): 10-37.
EndNote Hart SB, Rowley PJ (June 1, 2011) LENGTHS OF PARABOLIC SUBGROUPS IN FINITE COXETER GROUPS. International Electronic Journal of Algebra 9 9 10–37.
IEEE S. B. Hart and P. J. Rowley, “LENGTHS OF PARABOLIC SUBGROUPS IN FINITE COXETER GROUPS”, IEJA, vol. 9, no. 9, pp. 10–37, 2011.
ISNAD Hart, Sarah B. - Rowley, Peter J. “LENGTHS OF PARABOLIC SUBGROUPS IN FINITE COXETER GROUPS”. International Electronic Journal of Algebra 9/9 (June 2011), 10-37.
JAMA Hart SB, Rowley PJ. LENGTHS OF PARABOLIC SUBGROUPS IN FINITE COXETER GROUPS. IEJA. 2011;9:10–37.
MLA Hart, Sarah B. and Peter J. Rowley. “LENGTHS OF PARABOLIC SUBGROUPS IN FINITE COXETER GROUPS”. International Electronic Journal of Algebra, vol. 9, no. 9, 2011, pp. 10-37.
Vancouver Hart SB, Rowley PJ. LENGTHS OF PARABOLIC SUBGROUPS IN FINITE COXETER GROUPS. IEJA. 2011;9(9):10-37.