乘法公式

五类新的乘法公式

Five Kinds of New Formulas of Multiplication

给出了条件概率的加法公式、乘法公式和一般的全概率公式。

Some formulas on conditional probability were established and a generalized total probability formula was given .

本文在此意义下证明几个有关引理，并利用它证明微积分学中关于极限的乘法公式也同样成立。

Under meaning , this paper proves several relative lemmas and proves that the multiplication form about the limit in classical calculus is also valid for the grey limit with the help of th lemmas .

借助摸球模型，给出了在古典概率计算中与条件概率有关的三个重要公式：乘法公式、全概率公式和贝叶斯公式的应用方法，并且列举了具体的实例。

By means of touching the ball model , this paper gives the applied method of the three important formulas : multiplication , formula of holohedral probability and Bayes formula for having something to do with conditional probability in classical probability calculation , and enumerate the examples .

基于域元素的正规基表示和多项式基表示可以相互转换，通过分析多项式基下的乘法运算公式，得到利于串行乘法器设计的有效性质。

Based on the fact that the normal basis representation of the field elements can convert to the polynomial basis representation , and vice versa , the multiplying formula is analyzed carefully , and some efficient properties for designing serial multiplier are obtained .

广义图乘法对称型公式的应用

Application of Symmetry Formulate of Generalized Diagram Multiplication Method

最后，利用其他文献中提及的一些乘法化简公式，以及公式变形来减少乘法运算量。

Finally , some of the other documents mentioned in the simplified formula for multiplication , and multiplication formula to reduce the amount of deformation .

给出了条件概率的乘法、全概率以及贝叶斯计算公式，通过实例说明了条件概率乘法公式在概率论应用的重要性。

The Computation formula of the conditional probability is given by the sample the applicative importance of multiplication formula of the conditional probability is explained .