weighted sum造句
例句與造句
- Note on strong convergence properties of generalized jamison ' s weighted sums for pairwise negatively quadrant dependent random variables
型加權(quán)和強(qiáng)收斂性注記 - The mci consisted of a weighted sum of real interest rate , real exchange rate and real credit growth
貨幣狀況指數(shù)是指實(shí)質(zhì)利率實(shí)質(zhì)匯率及實(shí)質(zhì)信貸增長(zhǎng)的加權(quán)總和。 - Device where analog output variable is equal to the sum , or a weighted sum , of two or more analog input variables
一種裝置，其模擬輸出變量等于兩個(gè)或多個(gè)模擬輸入變量的和或加權(quán)和。 - Abstract : a strong ilmit theorem for the weighted sum of discrete random sequences is gotten by the method of net differentiability
文摘:利用網(wǎng)微分法，給出了離散型隨機(jī)變量序列加權(quán)和的一個(gè)極限定理。 - A functional unit whose output analog variable is equal to the sum , or a weighted sum , of the input analog variables
其輸出的模擬變量等于兩個(gè)或多個(gè)輸入模擬變量之和或加權(quán)和的一種操作裝置?功能部件? 。 - It's difficult to find weighted sum in a sentence. 用weighted sum造句挺難的
- Perhaps it is a complex weighted sum of these other values that decide for you whether you accept this new physician , or continue your search
可能是這些其它值的復(fù)雜的加權(quán)總和決定您究竟是接受這位新醫(yī)生還是繼續(xù)搜索。 - After a minimal primer on functional differentiation , we obtain the general form of the regularized solution as a weighted sum of kernel functions centered at the data points
我們會(huì)利用這理論來(lái)獲得正規(guī)化解法的一般形式，例如，如何于泛函數(shù)微分之后取得數(shù)據(jù)中核心函式的加權(quán)和。 - The model aimed to maximize the weighted sum of integrated performance indicator while taking into consideration of the design resource constraints and financial factors as well as information from competitors
該模型考慮設(shè)計(jì)制造企業(yè)的成本約束，以產(chǎn)品部件組合方案的綜合表現(xiàn)度最大為目標(biāo)。 - Presents some results for weighted sums of multidimensionally indexed and stochastically dominated random variables using orthogonality of martingale difference sequence , which extend the related results of andr adler and andrew rosalsky
利用鞅差序列的直交性質(zhì)，推廣了單指標(biāo)隨機(jī)控制隨機(jī)變量加權(quán)和的結(jié)果，給出了多指標(biāo)隨機(jī)控制隨機(jī)變量加權(quán)和的極限定理 - Abstract : in this paper , we investigate laws of large numbers of weighted sums of real - valued martingale differences . it is obtained that the sufficient conditions for weighted sums of real - valued martingale difference sequence satisfying the strong and weak law of large numbers
文摘:研究了實(shí)值鞅差序列配重和的大數(shù)定律，得到了實(shí)值鞅差序列配重和的強(qiáng)、弱大數(shù)定律成立的充分條件 - The structural optimization based on noise attenuation is studied , in which the thickness of each link is taken as the design variable , and the weighting sum of structural mass and measure of the structural acoustic performance is taken as the synthesis performance index
選取機(jī)構(gòu)桿件厚度為設(shè)計(jì)變量，以機(jī)構(gòu)質(zhì)量和聲輻射性能量度的加權(quán)和為目標(biāo)函數(shù)，應(yīng)用改進(jìn)了的變尺度優(yōu)化算法對(duì)優(yōu)化問(wèn)題進(jìn)行了求解。 - Developing from the typical decision tree learning system ids and using the idea of weight sum , we did exploring research on the application of decision tree technology , using weight entropy to get predicted attribute and division value , in crm of tourism industry
在典型的決策樹(shù)學(xué)習(xí)系統(tǒng)id3之上，利用“加權(quán)和”的思想，在對(duì)決策樹(shù)技術(shù)(使用加權(quán)熵來(lái)獲得預(yù)測(cè)屬性和分裂值)在旅游crm中應(yīng)用上作了探索性研究。 - The paper consists of two chapters . in the first chapter , theory 1 [ 1 ] mainly by using the method of the law of the iterated logarithm with finite partial sum in wiener process proves hartman - wintner [ 1 ] law of the iterated logarithm for special finite partial weight sums
本文正文分兩部分，定理1主要利用[ 1 ] wiener過(guò)程下的有限項(xiàng)部分和的重對(duì)數(shù)律，把hartman - wintner重對(duì)數(shù)律[ 1 ]推廣到對(duì)特殊加權(quán)部分和也成立。 - Then li yirig - fu extended taylor and hu s results , in this section we extend li ying - fu ' s results to the cases of random index , and obtain random strong laws of large numbers , meanwhile we obtain theorems of random weighted sums , the results are the following
李應(yīng)富改進(jìn)和推廣了taylor和hu的結(jié)果，本節(jié)中我們又將李應(yīng)富的部分結(jié)果推廣到了隨機(jī)足標(biāo)的情形，得到了可交換隨機(jī)變量序列的隨機(jī)強(qiáng)大數(shù)律，另外還得到了隨機(jī)加權(quán)和定理，主要結(jié)果如下：定理1