20 citations · 64 across the 20 of their papers we have counts for
4 papers · 2 filters
On the Sweep Map for Fuss Rational Dyck Paths
Adriano M. Garsia, Guoce Xin
Our main contribution here is the discovery of a new family of standard Young tableaux which are in bijection with the family of Rational Dyck path…
A Proof the Functional Equation Conjecture
Adriano Garsia, Angela Hicks, Guoce Xin
In the early 2000's the first and second named authors worked for a period of six years in an attempt of proving the Compositional Shuffle Conjecture [1]. Their approach was based…
A note on passing from a quasi-symmetric function expansion to a Schur function expansion of a symmetric function
Adriano Garsia, Jeffrey Remmel
Egge, Loehr and Warrington gave in \cite{ELW} a combinatorial formula that permits to convert the expansion of a symmetric function, homogeneous of degree , in terms of Gessel's…
Exploring a Delta Schur Conjecture
Adriano Garsia, Jeffrey Liese, Jeffrey B. Remmel +1
In \cite{HRW15}, Haglund, Remmel, Wilson state a conjecture which predicts a purely combinatorial way of obtaining the symmetric function . It is called the Delta Conje…