activity
20172021
most citedReverse plane partitions of skew staircase shapes and -Euler numbers

2 citations · 4 across the 3 of their papers we have counts for

collaborators

7 papers

math.CO20212 cited

Elliptic solutions of dynamical Lucas sequences

Michael J. Schlosser, Meesue Yoo

We study two types of dynamical extensions of Lucas sequences and give elliptic solutions for them. The first type concerns a level-dependent (or discrete time-dependent) version i…

math.CO2020

Generalized Schur function determinants using the Bazin identity

Jang Soo Kim, Meesue Yoo

In the literature there are several determinant formulas for Schur functions: the Jacobi-Trudi formula, the dual Jacobi-Trudi formula, the Giambelli formula, the Lascoux-Pragacz fo…

math.CO2020

Enumeration of standard barely set-valued tableaux of shifted shapes

Jang Soo Kim, Michael J. Schlosser, Meesue Yoo

A standard barely set-valued tableau of shape is a filling of the Young diagram with integers such that the integers are increasing in each row and column…

math.CO2018

Melting lollipop chromatic quasisymmetric functions and Schur expansion of unicellular LLT polynomials

JiSun Huh, Sun-Young Nam, Meesue Yoo

In this work, we generalize and utilize the linear relations of LLT polynomials introduced by Lee \cite{Lee}. By using the fact that the chromatic quasisymmetric functions and the…

math.CO2018

Product formulas for certain skew tableaux

Jang Soo Kim, Meesue Yoo

The hook length formula gives a product formula for the number of standard Young tableaux of a partition shape. The number of standard Young tableaux of a skew shape does not alway…

math.CO2018

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…