coefficient of binomial distribution
二项分配系数
characteristic function of binomial law
二项分布律的特征函数
Abel's generalization of binomial theorem
二项式定理的阿贝尔推广
Binomial Theorem and Binomial Probability
二次式定理和二项概率
This is nothing but the binomial expansion.
这不过是二项展开式。
Hurwitz's generalization of binomial theorem
二项式定理的赫尔茨推广
On Binomial Theorem of Matrix and its Application
关于矩阵的二项式定理其应用
Pascal published a treatus on binomial coefficient.
帕斯克发表了关于二项系数的论文。
The binomial theorem for positive integral indices.
正整指数之二项式定理。
A Proving Method on the Theorem of Binomial in Probability
二项式定理的概率证明
On the Some Proof Method of Binomial Coefficient Indentity.
浅谈二项式系数恒等式的几种证明方法
It is the only way to keep normal approximation to the binomial.
这是唯一一种保持对于该二项式的正态近似的方法。
The binomial coefficients are ubiquitous in Combinational Theory.
二项系数在组合论中有普遍的应用。
The famous mathematician Newton first proved the binomial theorem.
著名数学家牛顿最早证明了二项式定理。
He initiated his pupils into the mysteries of the binomial theorem.
他给他的学生们讲授二项式定理的奥秘。
A theorem giving the expansion of a binomial raised to a given power.
将二项式扩展到规定幂的定理。
The renewal equations and asymptotic formulas in the compound binomial model
复合二项模型中的更新方程和渐近解
Asymptotic solution of expected discounted penalty in the compound binomial model
离散时间模型下的罚金折现期望的渐近解
The Number of Solutions to Binomial Congruent Equation on Composite Number Module
关于合数模的二项同余方程的解数
At the end of the paper, the author compares the method with Linne's binomial system.
并将这种方法与林奈双名法进行了比较。
There is a wealth of information in the binomial theorem that we have yet to exploit.
我们还要揭示二项式定理更为丰富的内涵。
Prove that no four consecutive binomial coefficients can be in arithmetic progression.
证明不存在四个连续的二项系数成算术级数。
In this paper, some combinatorial identities are proved based on binomial generating function.
以二项式作为生成函数, 给出了几个组合恒等式证明。
Binomial sampling plans and the sampling precision analysis for cotton aphid on vegetable stage
棉花苗期棉蚜的二项式抽样设计及其精度分析
Application of Binomial Distribution Probability on the Forecast Inspection of Silkworm Mothe moth
二项分布概率在母蛾预知检查中的应用
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