binomial
美 [baɪˈnoʊmiəl] 
英 [baɪˈnəʊmiəl]
- adj.【数】二项(式)的；【生】双名的
- n.二项式
- 网络二项分配；二项分布检验；二项的
词形变化
复数：binomials
英汉双解
1. | 二项式an expression that has two groups of numbers or letters, joined by the sign + or – |
2. | 双名词组（由 and 连接的一对名词，两个名词的前后顺序不变，如 knife and fork）a pair of nouns joined by a word like ‘and’, where the order of the nouns is always the same, for example ‘knife and fork’ |
英汉解释
英英解释
例句
By the age of 20, Sir Isaac Newton found a general binomial theorem which lead to the later development of calculus.
20岁的时候，牛顿发现了一个二项式地理，为以后发展微积分做好了准备。
Index equation and binomial expression are the main methods to determine the absolute open flow capacity of a gas well at present.
目前确定气井绝对无阻流量的方法主要是指数式和二项式。
Discrete: Bernoulli, Binomial, Discrete Uniform, Geometric, Hypergeometric, Logarithmic, Negative Binomial, Poisson .
离散：伯努利，二项分布，离散均匀，几何，超几何，数，负二项分布，泊松。
This is nothing but the binomial expansion.
这不过是二项展开式。
Stationary binomial process is applied to establish practical load model and resistance model for axial compressed member.
运用静态随机过程模拟，建立了实用的轴心受压构件荷载模型和抗力模型。
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。
In mathematics, Newton established "the Newton binomial theorem" , and nearly simultaneously established the calculus study with Leibniz.
在数学上，牛顿创立了“牛顿二项式定理”，并和莱布尼兹几乎同时创立了微积分学。
Negative binomial regression models were used to assess trends and associations.
利用负二项回归模型进行趋势和相关性的评估。
Finally, in case of default, it gives depth analysis on corporate bond pricing under the binomial model and credit default risk.
最后在有违约情形下运用推广的二叉树模型对有信用违约风险下公司债券定价进行了深入浅析浅析。
It uses the binomial distribution to calculate the probability of getting any specific number of accidents.
它使用二项分布率来计算一定数量特定事件的概率。
Detailed description of the binomial expansion of the differential type and the integral in solving problems.
详细的介绍了二项展开式的微分式和积分式在解题中的应用。
After compared with other traditional pricing methods, find out that the Binomial Tree Model is more effective in Convertible Bonds pricing.
然后通过对传统的可转债的定价方法的比较得出二叉树模型在可转债定价中具有很强的实用性。
Returns the individual term binomial distribution probability.
返回一元二项式分布的概率值。
These conclusions were verified by comparing this method with the binomial method and Projected SOR method.
通过实例计算，以及二分法与投影SOR法的比较验证了这些结论。
Evaluation of P is simplified if the square root terms are expanded by the binomial theorem.
如果按二项式定理展开来计算平方根，P的计算可以简化。
Discovered the binomial theorem and mathematical calculus method.
发现了二项式定理和数学演算方法。
Finally, we discuss the generalized quantum entropy and the quantum binomial model of financial markets.
第四，初步研究了广义量子熵和量子二项式金融市场债券定价问题。
At last, examples are provided which indicate the validity of the binomial tree.
最后给出了实例分析，验证了这种二叉树方法的有效性和收敛性。
Second, we consider the compound binomial risk model under constant interest rate.
其次，研究了常利率下的复合二项风险模型。
Then the project option value is appraised by using compound real option binomial evaluation model.
继而利用复合实物期权二项式评价方法对项目期权价值进行评价。
The ruin probability of compound negative binomial risk model is considered.
考虑了复合负二项风险模型下的破产概率。
Third, we consider the compound binomial risk model under random interest rates.
再次，研究了在随机利率下的复合二项风险模型。
An error in which GENLIN mislabeled the kernel of log likelihood for binomial logit models was fixed.
一个错误的根标示不实的内核的日志可能性二项式罗吉特模式是固定的。
Finite signed measures are constructed by binomial method.
利用二叉树方法，构造了有限个符号测度。
The binomial coefficients are ubiquitous in Combinational Theory .
二项系数在组合论中有普遍的应用。
Pascal published a treatise on binomial coefficient.
帕斯克发表了关于二项系数的论文。
The common discrete-time risk model is compound binomial risk model.
最常见的离散型风险模型是复二项风险模型。
In the second chapter, the compound binomial model is introduced.
第二章是复合二项模型的介绍；
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。
Radiation squeezing of the system of the binomial states field interacting with a moving two-level atom
二项式光场与运动二能级原子相互作用系统的光场压缩效应
Dynamical properties in the system of two identical two-level entangled atoms interacting with radiation fields in binomial states
两纠缠原子与二项式光场相互作用的动力学
Entropy evolution properties of the field in the system of the cascade three-level atom interacting with binomial state for radiation field
二项式光场与级联型三能级原子相互作用的场熵演化特性
gambling system; arbitrary stochastic sequence; logarithmic likelihood ratio; binomial product distribution
博弈系统；任意随机序列；对数似然比；二项分布；
Structural reliability design of equivalent exponential random variable for exponential distribution-stationary binomial process mode
指数-平稳二项过程模型结构可靠性当量指数设计
Solution of the Interlace Series Type Linear Differential Equation Containing Binomial Coefficient and Arrangement Number
含二项式系数与排列数的交错级数型线性微分方程
Quantum entanglement of the binomial field interacting with a cascade three-level atom
二项式光场与级联三能级原子的量子纠缠
Quantum properties of the binomial state field interacting with a cascade three-level atom
与级联三能级原子相互作用的二项式光场的量子特性
Entropy Squeezing of the Binomial State Field Interacting with a Cascade Three-level Atom
与级联三能级原子相互作用的二项式光场的熵压缩
Quantum properties of light field of two identical two-level entangled atoms interacting with radiation fields in binomial states
两纠缠原子与二项式光场相互作用过程中光场的量子特性
Solution of the linear differential equation containing arrangement number and binomial coefficient
含排列数与二项式系数的线性微分方程
