论文标题
将某些加权斐波那契系列与伯努利多项式通过聚类函数相关联
Relating certain weighted Fibonacci series to Bernoulli polynomials via the polylogarithm function
论文作者
论文摘要
我们表明，某些加权的斐波那契和卢卡斯系列始终可以表示为多组载体的线性组合。在某些特殊情况下，我们利用这些多项式和多毛体之间的连接来评估该系列的序列。
We show that certain weighted Fibonacci and Lucas series can always be expressed as linear combinations of polylogarithms. In some special cases we evaluate the series in terms of Bernoulli polynomials, making use of the connection between these polynomials and the polylogarithm.
