Qsym over Sym is free

Type: Article

Publication Date: 2003-11-01

Citations: 20

DOI: https://doi.org/10.1016/s0097-3165(03)00042-6

Locations

  • Journal of Combinatorial Theory Series A - View

Similar Works

Action Title Year Authors
+ QSym over Sym has a stable basis 2011 Aaron Lauve
Sarah Mason
+ r-Qsym is free over Sym 2007 Adriano M. Garsia
Nolan R. Wallach
+ PDF Chat QSym over Sym has a stable basis 2010 Aaron Lauve
Sarah Mason
+ QSym over Sym has a stable basis 2010 Aaron Lauve
Sarah Mason
+ PDF Chat QSym over Sym has a stable basis 2010 Aaron Lauve
Sarah Mason
+ Explicit polynomial generators for the ring of quasi-symmetric functions over the integers 2004 Michiel Hazewinkel
+ Towards a polynomial basis of the algebra of peak quasisymmetric functions 2016 Yunnan Li
+ Free polynomial generators for the Hopf algebra QSym of quasisymmetric functions 1999 Everhard Ditters
A.C.J. Scholtens
+ Ideals of quasi-symmetric functions and super-covariant polynomials for Sn 2003 Jean-Christophe Aval
François Bergeron
Nantel Bergeron
+ The ring of polynomials as a module over symmetric ones 2003 Alain Lascoux
+ Explicit generators for the ring of quasisymmetric functions over the integers 2002 Michiel Hazewinkel
+ On the symmetric algebra of the k-th Veronese square-free ideal 2016 Gaetana Restuccia
Anna Maria Stanganelli
+ The Ring of Symmetric Functions 2024 Evgeny Smirnov
Anna Tutubalina
+ Quasisymmetric harmonics of the exterior algebra 2022 Nantel Bergeron
Kelvin Chan
Yohana Solomon
Farhad Soltani
Mike Zabrocki
+ PDF Chat Ideals of Quasi-Symmetric Functions and Super-Covariant Polynomials for S_n 2004 Jean-Christophe Aval
François Bergeron
N. Bergeron
+ Quasiinvariants of $S_3$ 2006 Jason Bandlow
Gregg Musiker
+ Kronecker powers of harmonics, polynomial rings, and generalized principal evaluations 2021 Marino Romero
+ Toward explicit Hilbert series of quasi-invariant polynomials in characteristic $p$ and $q$-deformed quasi-invariants 2022 Frank Wang
+ Symmetric Powers 2023 Janós Kollár
Pham Huu Tiep
+ PDF Chat Quasisymmetric harmonics of the exterior algebra 2023 Nantel Bergeron
Kelvin Chan
Farhad Soltani
Mike Zabrocki