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- In this paper,Bernoulli polynomial is expanded as even harmonic trigonometric series,and Euler polynomial is expanded as odd harmonic trigonometric series. 本文利用伯努利多项式展开为偶调和三角级数，欧拉多项式展开为奇调和三角级数。
- generalized Bernoulli polynomial 推广的Bernoulli多项式
- The new recursion formula and symmetric extension about Bernoulli numbers and Bernoulli polynomials were also be published by Kaneko, Momiyama and Wu et al. Kaneko，Momiyama和Wu等人也曾给出了关于贝努利(Bernoulli)数和贝努利多项式的递归关系和对称关系式。
- On Euler and Bernoulli Polynomials of Higher Order 关于Euler多项式和Bernoulli多项式的高阶情况
- Bernoulli polynomials coefficient Bernoulli多项式系数
- higher order Bernoulli polynomials 高阶Bemoutlic多项式
- bernoulli polynomial 伯努利多项式
- EXTENSIONS OF BERNOULLI POLYNOMIALS AND EULER-MACLAURIN FORMULAE Bernoulli多项式与Euler-Maclaurin公式的推广
- Sum of Products of Bernoulli Polynomials and Gegenbauer Polynomials 关于贝努利多项式和盖根堡多项式乘积的和
- Some Identities Involving Bernoulli Polynomials and Euler Number 关于贝努利多项式与欧拉数的几个恒等式
- A complete quartic polynomial consists of 15 terms. 一个完整四次的多项式由15项组成。
- Recurrence Sequences and Higher Order Multivariable Euler Bernoulli Polynomials 递归序列与高阶多元Euler-Bernoulli多项式
- SOME IDENTICAL RELATIONS OF FIBONACCI SEQUENCE AND BERNOULLI POLYNOMIAlS Fibonacci、Lucas序列与高阶Bernoulli多项式
- Some Identities Involving Bernoulli Polynomials and Euler Polynomials 关于贝努利多项式与欧拉多项式的几个恒等式
- Characteristic polynomial, Cayley-Hamilton theorem. 特征多项式和那个定理。
- A homogeneous polynomial having two or more variables. 多元齐次多项式有两个或多个变量的齐次多项式
- I think there's even a Bernoulli Box sitting on a shelf somewhere. 我认为，甚至还有伯努利方块会议上的架子上的某处。
- Its form up to a tenth degree polynomial is shown below. 下面写出一直到十次多项式的帕斯卡三角形。
- Today's example function is evaluating a third order polynomial. 今天的例子是评测一个三次多项式。
- The number a is called a double root of the polynomial function f. 数a称为多项式丞数f的二重根。
