乘积和的英文
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"乘积和"怎么读用"乘积和"造句
英文翻译手机版
- sum of products
- "乘积"英文翻译 product
- "和"英文翻译 mix; blend
- "积和 乘积之和" 英文翻译 : sumofproducts
- "积和" 英文翻译 : sum of products,
- "乘积" 英文翻译 : [数学] product
- "卷积和" 英文翻译 : convolution summation
- "积和效应" 英文翻译 : summation effect
- "离差积和" 英文翻译 : deviation product sums
- "离均差积和" 英文翻译 : deviation from mean; sum of products of mean deviations; sumofproductsofmeandeviations
- "偏差的积和" 英文翻译 : sum of products deviation
- "求卷积和" 英文翻译 : convolution summation
- "lc乘积" 英文翻译 : lc product
- "乘积;积" 英文翻译 : product
- "乘积法" 英文翻译 : product method
- "乘积功" 英文翻译 : work product
- "乘积加" 英文翻译 : mad
- "乘积矩" 英文翻译 : product moment
- "乘积码" 英文翻译 : product code
- "乘积区" 英文翻译 : product area
- "乘积群" 英文翻译 : product group
- "乘积图" 英文翻译 : product graph
- "乘积项" 英文翻译 : product term
- "乘积仪" 英文翻译 : productimeter
- "乘积字" 英文翻译 : product word
- "点乘积" 英文翻译 : dot product
例句与用法
- The identities involving of 3 lucas numbers product sum
数乘积和的高次恒等变换 - Note to the identities involving 4 lucas numbers product sum
数乘积和的恒等变换注记 - A number theoretic function and its mean value computation
不交乘积和方法的并行化计算 - The strong convergence of weighted product sums for sequences of random variables with different distributions
随机变量列一类加权乘积和的强收敛性 - This motivated us to study the explicit relations between witten ' s star and moyal product
这就促使我们进一步来研究witten的星乘积和moyal乘积之间的关系。 - According to the type of buildings , with many data , we draw such conclusion that the equivalent of fixtures n and frequency of use p are interrelated to the design flow qg
按照住宅类型,进行了大量的数据分析得出:当量总数n与使用概率p的乘积和设计秒流量q _ g存在很大的相关性的结论。 - But in more situations the random variables generating counting processes may not independent identically distributed , and in all kinds of dependent relations , negative association ( na ) and positive association ( pa ) are commonly seen . the research and apply in this aspect are rather valuable . in chap 2 we prove wald inequalities and fundamental renewal theorems of renewal counting processes generated by na sequences and pa sequences ; in chap 3 we are enlightened by cheng and wang [ 8 ] , extend some results in gut and steinebach [ 7 ] , obtain the precise asymptotics for renewal counting processes and depict the convergence rate and limit value of renewal counting processes precisely ; at last , in the study of na sequences , su , zhao and wang ( 1996 ) [ 9 ] , lin ( 1997 ) [ 10 ] have proved the weak convergence for partial sums of stong stationary na sequences . however product sums are the generalization of partial sums and also the special condition of more general u - statistic
但在更多的场合中,构成计数过程的随机变量未必相互独立,而在各种相依关系中,负相协( na )和正相协( pa )是颇为常见的关系,这方面的研究和应用也是颇有价值的,本文的第二章证明了na列和pa列构成的更新计数过程的wald不等式和基本更新定理的一些初步结果;本文的第三章则是受到cheng和wang [ 8 ]的启发,推广了gut和steinebach [ 7 ] )中的一些结论,从而得到了更新计数过程在一般吸引场下的精致渐近性,对更新计数过程的收敛速度及极限状态进行精致的刻画;最后,在有关na列的研究中,苏淳,赵林成和王岳宝( 1996 ) 》 [ 9 ] ,林正炎( 1997 ) [ 10 ]已经证明了强平稳na列的部分和过程的弱收敛性,而乘积和是部分和的一般化,也是更一般的u统计量的特况,它与部分和有许多密切的联系又有一些实质性的区别,因此,本文的第四章就将讨论强平稳na列的乘积和过程的弱收敛性,因为计数过程也是一种部分和,也可以构成乘积和,这个结果为研究计数过程的弱收敛性作了一些准备。
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