A COMBINATORIAL PROOF OF THE EXISTENCE OF THE GENERIC HECKE ALGEBRA AND R-POLYNOMIALS

[1] Bjorner A., 1984, CONTEMP MATH, V34, P175

[2] BRENTI F, 1993, 5TH P C FORM POW SER

[3] ON SOME GEOMETRIC ASPECTS OF BRUHAT ORDERINGS .1. A FINER DECOMPOSITION OF BRUHAT CELLS [J]. INVENTIONES MATHEMATICAE, 1985, 79 (03) : 499 - 511

[4] Eriksson K., 1993, THESIS KTH STOCKHOLM

[5] Humphreys J. E., 1990, CAMBRIDGE STUDIES AD, V29, DOI DOI 10.1017/CBO9780511623646

[1] Bjorner A., 1984, CONTEMP MATH, V34, P175

[2] BRENTI F, 1993, 5TH P C FORM POW SER

[3] ON SOME GEOMETRIC ASPECTS OF BRUHAT ORDERINGS .1. A FINER DECOMPOSITION OF BRUHAT CELLS [J]. INVENTIONES MATHEMATICAE, 1985, 79 (03) : 499 - 511

[4] Eriksson K., 1993, THESIS KTH STOCKHOLM

[5] Humphreys J. E., 1990, CAMBRIDGE STUDIES AD, V29, DOI DOI 10.1017/CBO9780511623646