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20102026
most citedLLT polynomials, chromatic quasisymmetric functions and graphs with cycles

37 citations · 193 across the 39 of their papers we have counts for

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Showing 2019Show all

6 papers · 1 filter

math.CO2019★ 3 cited

Symmetric polynomials in the symplectic alphabet and their expression via Dickson--Zhukovsky variables

Per Alexandersson, Luis Angel González-Serrano, Egor A. Maximenko +1

Given a symmetric polynomial in variables, there exists a unique symmetric polynomial in variables such that \[ P(x_1,\ldots,x_n,x_1^{-1},\ldots,x_n^{-1}) =Q(x_1+x…

cs.CC2019

LaserTank is NP-complete

Per Alexandersson, Petter Restadh

We show that the classical game LaserTank is -complete, even when the tank movement is restricted to a single column and the only blocks appearing on the board are mir…

math.CO2019★ 10 cited

Cyclic sieving, skew Macdonald polynomials and Schur positivity

Per Alexandersson, Joakim Uhlin

When is a partition, the specialized non-symmetric Macdonald polynomial is symmetric and related to a modified Hall--Littlewood polynomial. We show that whenever a…

math.CO2019★ 2 cited

Free action and cyclic sieving on skew semi-standard Young tableaux

Per Alexandersson

In this note, we provide a short proof of Theorem 3.3 in the paper titled \emph{Crystals, semistandard tableaux and cyclic sieving phenomenon}, by Y.-T.~Oh and E.~Park, which conce…

math.CO2019★ 2 cited

The cyclic sieving phenomenon on circular Dyck paths

Per Alexandersson, Svante Linusson, Samu Potka

We give a -enumeration of circular Dyck paths, which is a superset of the classical Dyck paths enumerated by the Catalan numbers. These objects have recently been studied by Ale…

math.CO2019★ 11 cited

LLT polynomials, elementary symmetric functions and melting lollipops

Per Alexandersson

We conjecture an explicit positive combinatorial formula for the expansion of unicellular LLT polynomials in the elementary symmetric basis. This is an analogue of the Shareshian-W…