QSym over Sym has a stable basis (0)

by A Lauve, S Mason
Venue:J. Combin. Theory Ser. A
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Lagrange’s theorem for Hopf monoids in species

by Marcelo Aguiar, Aaron Lauve , 2012
"... Abstract. Following Radford’s proof of Lagrange’s theorem for pointed Hopf algebras, ..."
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Abstract. Following Radford’s proof of Lagrange’s theorem for pointed Hopf algebras,

MULTIPLICITY FREE SCHUR, SKEW SCHUR, AND QUASISYMMETRIC SCHUR FUNCTIONS

by C. Bessenrodt, S. Van Willigenburg
"... Abstract. In this paper we classify all Schur functions and skew Schur functions that are multiplicity free when expanded in the basis of fundamental quasisymmetric functions, termed ..."
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Abstract. In this paper we classify all Schur functions and skew Schur functions that are multiplicity free when expanded in the basis of fundamental quasisymmetric functions, termed