论文标题
在非中性坦尼供电的多项式和某些公式的几何多项式公式中
On Noncentral Tanny-Dowling Polynomials and Generalizations of Some Formulas for Geometric Polynomials
论文作者
论文摘要
在本文中，我们为非中心的坦尼·多项式（包括产品总和和明确公式）建立了一些公式，这些公式被证明是已知身份的概括。还讨论并提出了其他重要的结果和后果。
In this paper, we establish some formulas for the noncentral Tanny-Dowling polynomials including sums of products and explicit formulas which are shown to be generalizations of known identities. Other important results and consequences are also discussed and presented.
