论文标题
对树木对称函数的Schur积极性的猜想的反例
A counterexample to a conjecture on Schur positivity of chromatic symmetric functions of trees
论文作者
论文摘要
我们表明，最高学位的二十个顶点上没有树具有Schur正色对称功能，从而为“树木的schur和cut cut tertices”的纸张提供了反例。
We show that no tree on twenty vertices with maximum degree ten has Schur positive chromatic symmetric function, thereby providing a counterexample to a conjecture from the paper "Schur and e-positivity of trees and cut vertices".
