...15 来源:懒人计算器 作者:孙树 双曲函数泰勒级数展开式 公式 上述式这个Bn和En是(Bernoulli)伯努利和(Euler Numbers)欧拉数更新:20180127 160428 .
基于4个网页-相关网页
Euler numbers and polynomials Eluer数和多项式
Euler numbers of higher order 高阶Euler数
generalized n-th-order Euler numbers 广义n阶Euler数
Apostol-Euler numbers of higher order 高阶Apostol
euler pretty numbers euler相关数对
euler formula of complex numbers 复数的欧拉公式
euler ' s numbers euler数
n-variables euler s numbers n元euler数
The second chapter presents the work done by Chinese mathematicians in late Qing Dynasty related to two kinds of Euler numbers.
第二章介绍了中算在两类欧拉数方面所取得的成就。
参考来源 - 欧拉数与伯努利数的历史发展·2,447,543篇论文数据,部分数据来源于NoteExpress
This paper makes an approach to the relationship between Dai Xu numbers and Euler numbers.
文中用基于图段的方法计算欧拉数,并对该算法的时空复杂度进行分析比较。
This paper makes an approach to the relationship between Dai Xu Numbers and Euler Numbers.
研究戴煦数与欧拉数之间的关系。
Two and four are both even numbers so Euler called them "even" points.
两个和四个都是偶数,使欧拉呼吁他们“甚至”点。
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