二项式的

基本解释 (translations)

binomial

与二项式的相关的网络例句 [注：此内容来源于网络，仅供参考]

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。

We use heat equation and binomial model to solve the function.

解方程式则用了热扩散方程法以及二项式模型；二项式模型用了Cox、Ross、Rubinstein所提出的CRR二元树的概念推导选择权期初价格，所得到的二项式模型极限值将逼近於布莱克-休斯模型。

Result］Like most of C3 plants, the diurnal changes curve of NPR of Lonicera japonica Thunb. showed double peaks, but there were time difference in reaching the peak value between the study and previous ones. The responding mathematical model of NPR to photosynthetic valid radiation could be described by three mathematic functions , such as logarithm, linearity and binomial,but binomial function was more precise than the others. Light saturation point of Lonicera japonica Thunb. was figured out by binomial equation deduced in the study, and light saturation point was 1 086.3 μmol/(m2·s).

结果］与多数其他C3植物一样，金银花净光合速率日变化曲线呈双峰型，但在具体达到峰值的时间上与前人的结果有差异；金银花净光合速率对光合有效辐射的响应可用对数、线性、二项式3种数学函数来描述，但以二项式描述更确切；根据前面得到的二项式方程，计算出了金银花的光饱和点为1 086.3 μmol/(m2·s)。

Firstly, convergence condition of a binomial is discussed, and along with the calculating formula of region of convergence, the matching band of fractance circuit attained by binomial expansion method is indicated definitely.

首先讨论了二项式的收敛条件，并结合收敛域的计算公式，明确指出使用二项展开法所得到的分抗电路的逼近带范围。

We give another proof of the binomial case and discuss a trinomial of the form

我们对二项式的情况重给简洁的证明并讨论三项式的某一类情况

Perfect square trinomials are the quadratics that can be factored into two identical binomials.

于是，Perfect Square扩展到指可以分解成二项式的平方的三项式。

This article has dealt vrith the relationships between complex number and triangle ,geometry,inequality and binomial and their applications in related exercises.

本文探讨了复数与三角、几何、不等式和二项式的关系以及它在相关问题中的应用。

In chapter 2, the basic ideas of binomial pricing model are concerned, we discuss binomial pricing model of discrete up-and-out calls and show the formula, it extends binomial pricing model of European option. It is then followed by the discussion of the structure and thought of trinomial pricing model, the formula of barrier option is derived. At last, we provide mixed trinomial pricing model.

第二章，首先介绍了二项式定价模型的基本思想，推导出了障碍期权的二项式定价公式，此式推广了标准的二项式定价公式；其次，介绍了三项式定价模型的构造及基本思想，得出了障碍期权的三项式定价模型；最后，推广了三项式定价模型，提出了混合型三项式定价模型。

In this thesis, a new method for designing nonreciprocal binomial transformer is deduced from the design method of the traditional binomial transformer based on the theory of small reflection.

本文将小反射理论应用于非互易二项式变换器设计，从传统二项式变换器的设计方法中导出了非互易二项式变换器的设计方法。

The intensity-dependent interaction of the different states:the superposition of thebinomial states,generalized binomial states,hypergeometric states,Polya states,negative binomialstates,the superpositions of the negative binomial states,Glauber-Laehs states,displaced binomialstates and displaced negative binomial states with two-level atoms are studied and the dynamicsof the atomic population inversion and the field second-order correlation function areinvestigated.

对各种量子态：二项式叠加态，广义二项式态，超几何态，玻利亚态，负二项式态，负二项式叠加态，Glauber-Lach态，位移二项式态，位移负二项式态与二能级原子在强度耦合情况下的相互作用中原子与光场的动力学特性做了仔细的研究。

与二项式的相关的网络解释 [注：此内容来源于网络，仅供参考]

binomial coefficient series：二项式系数的级数

Binodella 双瘤介属 | binomial coefficient series 二项式系数的级数 | binomial coefficient 二项式系数

definite binomial coefficient：确定的二项式系数

definite 确定的,确切的,明确的 | definite binomial coefficient 确定的二项式系数 | definite designation 正式命名

binomial distribution：二项式分布

1,两个都成功 3,两个均失败 正面/正面:2,一个成功/一个失败 反面/反面 正面/反面;反面/正面 抛掷硬币的结果是分布的最基本情况,称为二项式分布(Binomial distribution).二项式分布的 结果有两种:成功和失败.二者发生的机会相等.

binomial distribution：二项式分配

讲得更白一点:这样的数字,其实它的模型是一堆伯努力事件(Bernoulli Trials)所构成的二项式分配(Binomial Distribution),或是....多项式分配(Multinomial Distribution)....不过,这里不是教统计学的地方....

Find the coefficients in binomial expansion：找出在二项展开式的系数

1. Expansion of Binomial 二项式的展开 | 2. Find the coefficients in binomial expansion 找出在二项展开式的系数 | 3. Find the unknowns in some given terms 找出已提供的各项的未知数

Binomial theorem for positive integral indices：正整指数的二项式定理

2. Proof of divisibility 可整除的证明 | Binomial theorem for positive integral indices 正整指数的二项式定理 | 1. Expansion of Binomial 二项式的展开

binomial theorem：二项式定理

二项式定理(Binomial Theorem)是指(a+b)n在n为正整数时的展开式. (a+b)n的系数表为:

Binomial：二项式

7.4.1 正态(Normal)数据的均数分析7.4.2 二项式(Binomial)数据的均数分析7.4.3 泊松(Poisson)数据的均数分析13.2.1 线性(Linear)模型拟合趋势分析

Binomial Coefficients in Pascal's Triangle Pascal：三角形的二项式系数

Binomial Coefficients 二项式系数 | Binomial Coefficients in Pascal's Triangle Pascal三角形的二项式系数 | Binomial Theorem 二项式定理

Polynomial：多项式的,多项式

binomial 二项式的,二项式 | polynomial 多项式的,多项式 | conjugate 共轭