在n次独立重复的伯努利试验中,设每次试验中事件A发生的概率为p。用X表示n重伯努利试验中事件A发生的次数,则X的可能取值为0,1,…,n,且对每一个k(0≤k≤n),事件{X=k}即为“n次试验中事件A恰好发生k次”,随机变量X的离散概率分布即为二项分布(Binomial Distribution)。
...机率应用 在伯努力实验下,所能定义的分配如下所示: 伯努力分布 (Bernoulli Distribution) 二项分布 (Binomial Distribution) 三项分配 (Trinomial Distribution) 几何分布 (Geometric Distribution) 负二项 …
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A data aggregation time control algorithm based on the binomial distribution is proposed. These algorithms can get the consistency of information by different sensors.
为了解决信息不一致的问题,本文提出了基于主元分析理论的分布式数据融合算法和基于二项分布的数据融合时机算法,从融合算法和融合时机两方面保证被测对象的信息一致性。
参考来源 - 工业无线监测系统的泛在感知研究The statistic characteristics of spike under the specified false-alarm probability based on K-distributed model were studied. The results indicate that both binomial distribution and Poisson distribution well fit the statistic characteristics of sea spike under lower false-alarm probability.
仿真分析表明,二项分布和泊松分布均可以在低虚警概率下较好地描述海尖峰的统计特性。
参考来源 - 海杂波尖峰特性研究及仿真分析·2,447,543篇论文数据,部分数据来源于NoteExpress
我认为这就是最早的,关于二项分布的阐述。
I think that may be the first-known statement of the binomial distribution.
这里要估计的参数是二项分布的参数。
The parameters to be estimated are Bernoulli response parameters.
如果继续往下看,在概率论里有一个基本的概念,叫做二项分布。
If you follow through from the independent theory, there's one of the basic relations in probability theory — it's called the binomial distribution.
If you follow through from the independent theory, there's one of the basic relations in probability theory-- it's called the binomial distribution.
如果继续往下看,在概率论里有一个基本的概念,叫做二项分布
In order to explain it-- I had to write down the binomial distribution to explain it properly.
要解释这一点,我要先在黑板上写一个二项分布,以便于解释清楚这个问题
It uses the binomial distribution to calculate the probability of getting any specific number of accidents.
保险公司就可以用二项分布公式,来计算特定数目事故发生的概率
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