partial sum造句
例句與造句
- A limit theorem for product of partial sums of independent random variables
關(guān)于獨(dú)立隨機(jī)變量列部分和乘積的一個(gè)極限定理 - The complete convergence for partial sums of sequence of complex idd random variable
復(fù)值獨(dú)立同分布隨機(jī)變量序列部分和的完全收斂性 - Almost sure central limit theorem for the product of the partial sums under strongly mixing
強(qiáng)混合序列部分和乘積的幾乎處處中心極限定理 - On the joint limiting distribution of the partial sum and maximum of strongly dependent stationary normal sequence
強(qiáng)相依平穩(wěn)正態(tài)序列的部分和與最大值的聯(lián)合極限分布 - By the mean ' s inequality and truncated method , the upper bound of the distribution of the partial sums is given
利用矩不等式和截尾方法，得到了部分和分布函數(shù)的上界。 - It's difficult to find partial sum in a sentence. 用partial sum造句挺難的
- Theorem 1 ( bounded sum test ) a series of nonnegative terms converges if and only if it ' s partial sums are bounded above
定理1正項(xiàng)級(jí)數(shù)收斂的充分必要條件是：它的部分和數(shù)列有上界。 - The paper discuss the upper bound of the distribution of the partial sums of identically distributed mixing random variables
摘要本文討論了同分布混合序列部分和分布函數(shù)的上界及其應(yīng)用。 - On the joint limiting distribution of the partial sum and maximum of strongly dependent stationary normal sequence with random index
具有隨機(jī)足標(biāo)的強(qiáng)相依正態(tài)序列部分和與最大值的聯(lián)合極限分布 - And a lot of pratical problems can be researched better by researching the convergence of partial sums of processes
這類問(wèn)題進(jìn)一步發(fā)展就是隨機(jī)過(guò)程的收斂性問(wèn)題。因此，研究過(guò)程的部分和問(wèn)題，越來(lái)越引起人們的注意。 - Theorem 1 ( bounded sum test ) a series of nonnegative terms converges if and only if it ' s partial sums are bounded above
定理2 (比較審斂法)設(shè)和都是正項(xiàng)級(jí)數(shù)，且。若級(jí)數(shù)收斂，則級(jí)數(shù)收斂；反之，若級(jí)數(shù)發(fā)散，則級(jí)數(shù)發(fā)散。 - In the forth chapter , a necessary and sufficient condition of the approximation by the partial sum of the generalized baskakov operators is discussed
第四章給出廣義baskakov算子用其部分和來(lái)代替進(jìn)行逼近的一個(gè)充分必要條件。 - We establish a class of combinatorial identity involving two sequences and a partial sum of the binomial coefficients , which contain a lot of new and curious combinatorial identities as its special cases
建立一類包含序列與二項(xiàng)系數(shù)部分和的組合恒等式，得到許多新的奇異的組合恒等式。 - With the development of practice , people realize that many practical problems can be transformed into the convergence of partial sums of r . v . sequences or processes
隨著實(shí)踐的深入，人們?cè)絹?lái)越發(fā)現(xiàn)，許許多多的實(shí)際問(wèn)題都可以轉(zhuǎn)化為隨機(jī)變量的部分和的收斂問(wèn)題或過(guò)程部分和的收斂性問(wèn)題。 - Definition the infinite series converges and has sum if the sequence of partial sums converges to , that is . if diverges , then the series diverges . a divergent series has no sum
定義如果級(jí)數(shù)的部分和數(shù)列有極限，即，則稱無(wú)窮級(jí)數(shù)收斂，這時(shí)極限叫做這級(jí)數(shù)的和，并寫(xiě)成；如果沒(méi)有極限，則稱無(wú)窮級(jí)數(shù)發(fā)散。 - The classical probability limit theory researchs largely the weak convergence or strong approximation of partial sums of random variable sequences . there is a classical literature , such as [ 19 ] , [ 37 ] about that
經(jīng)典的概率極限理論研究的對(duì)象主要是隨機(jī)變量的部分和的弱收斂性或強(qiáng)收斂性， [ 18 ] [ 36 ]就是這方面的經(jīng)典文獻(xiàn)。
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