论文标题
用于交替下降多项式的新组合公式
A new combinatorial formula for alternating descent polynomials
论文作者
论文摘要
我们证明了A型和B型的交替血统多项式的组合公式，与Josuat-Vergès对Hoffman的衍生衍生物多项式的组合解释相结合，用于切线和分离功能，我们获得了Ma-Yeh的两个链接这些两个家族的Ma-Yeh的统一组合证明。
We prove a combinatorial formula for the alternating descent polynomials of type A and B. Combining with Josuat-Vergès' combinatorial interpretation for Hoffman's derivative polynomials for tangent and secant functions, we obtain a unified combinatorial proof of Ma-Yeh's two formulae linking these two families of polynomials.
