论文标题
$π$和$ e $的新定位Pascal的三角形
New presences of $π$ and $e$ in Pascal's triangle
论文作者
论文摘要
以下工作显示了常数$π$和$ e $与Pascal的三角形和Lucas Triangle之间的新连接，该连接是通过fibonacci多项式和类似方法建立的。此外，两个著名常数与帕斯卡尔三角行与卢卡斯三角之间的关系是猜想的，以及其他一些重要的相关身份。
The following work shows new connections between the constants $π$ and $e$ with Pascal's triangle and the Lucas triangle, established via Fibonacci polynomials and similar means. Furthermore, relations between the two famous constants and the rows of Pascal's triangle and the Lucas triangle are conjectured, together with some other important related identities.
