Qsym over Sym is free
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by
A. M. Garsia
,
N. Wallach
,
Xn. F. Bergeron
,
C. Reutenauer
| Venue: | J. Combin. Theory Ser. A |
| Citations: | 6 - 0 self |
BibTeX
@ARTICLE{Garsia_qsymover,
author = {A. M. Garsia and N. Wallach and Xn. F. Bergeron and C. Reutenauer},
title = {Qsym over Sym is free},
journal = {J. Combin. Theory Ser. A},
year = {},
volume = {104},
pages = {217--263}
}
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Abstract
We study here the ring QSn of Quasi-Symmetric Functions
Citations
| 104 | Enumerative combinatorics, volume I - Stanley - 1986 |
| 23 | Combinatorial methods in the theory of Cohen-Macaulay rings - Garsia - 1980 |
| 15 | Galois Theory, Notre Dame - Artin |
| 6 | algebra cohomology and holomorphic continuation of generalized Jacquet integrals. Representations of Lie groups - Wallach - 1986 |
| 1 | Analysis of Top to Random - Diaconis, Fill, et al. - 1992 |
| 1 | On the matrix occurring in a linear search problem - Phatarford |
