11 citations · 36 across the 26 of their papers we have counts for
6 papers · 1 filter
Counting Consecutive Pattern Matches in and
Ran Pan, Dun Qiu, Jeffrey Remmel
In this paper, we study the distribution of consecutive patterns in the set of 123-avoiding permutations and the set of 132-avoiding permutations, that is, in …
Schur Function Expansions and the Rational Shuffle Theorem
Dun Qiu, Jeffrey Remmel
Gorsky and Negut introduced operators on symmetric functions and conjectured that, in the case where and are relatively prime, the expression is gi…
Patterns in words of ordered set partitions
Dun Qiu, Jeffrey Remmel
An ordered set partition of is a partition with an ordering on the parts. Let be the set of ordered set partitions of with blocks.…
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…
A Method to Compute the Sparse Graphs for Traveling Salesman Problem Based on Frequency Quadrilaterals
Yong Wang, Jeffrey Remmel
In this paper, an iterative algorithm is designed to compute the sparse graphs for traveling salesman problem (TSP) according to the frequency quadrilaterals so that the computatio…
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…