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报告题目:

$q$-unimodality of parking function polynomials

报告人:

邱敦(北京交通大学)

报告时间:

报告地点:

腾讯会议ID :241 446 835

报告摘要:

Parking functions play an important role in Catalan combinatorics, such as the combinatorial side of the shuffle conjecture. The combinatorics of parking functions reflect algebraic properties of certain algebraic structures. We discuss the$q$-unimodality conjecture of parking function polynomials, which implies the Schur positivity of LLT polynomials, further the Schur positivity of the shuffle conjecture.

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