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random variable造句

"random variable"是什么意思  
造句與例句手機版
  • An estimator is a random variable .
    估計量是一個隨機變量。
  • A study of dependence between random variables
    關(guān)于隨機變量序列的無規(guī)則性定理
  • Four convergence relations of random variable sequence
    隨機變量序列四種收斂性關(guān)系
  • Some limit theorems on irregularity for random variables
    期銅相關(guān)模式的研究
  • Random variable sum model and its application
    隨機變量和模型及其實證研究
  • Several of limit theorems for sequences of random variables
    隨機變量序列的幾個極限定理
  • On the linear programming containing random variables
    目標(biāo)函數(shù)系數(shù)為隨機變量的線性規(guī)劃
  • A measure of dependence between random variables based on copula
    對隨機變量間相依性的度量
  • The strong limit theorems of series of b - value random variables
    值隨機變量序列的強極限定理
  • Convergence properties of complex independent random variables
    復(fù)值獨立隨機變量序列的收斂性
  • It's difficult to see random variable in a sentence. 用random variable造句挺難的
  • Study of reducing boolean expression with random variables
    任意變量邏輯函數(shù)的卡諾圖化簡探索
  • Strong laws for weighted sums of linear nqd random variables
    隨機變量序列加權(quán)和的強大數(shù)定律
  • Statistical convergence of random variables
    隨機變量的統(tǒng)計收斂性
  • Structural reliability analysis based on fuzzy random variables
    基于模糊隨機變量的結(jié)構(gòu)可靠性分析
  • Some notes on the limit theorems of negatively associated random variables
    隨機變量極限定理的注記
  • A verifiable set of a sequence of random variables and its properties
    隨機變量序列的證實集及其性質(zhì)
  • Complete convergence of weighted sums for nqd random variables array
    隨機變量陣列加權(quán)和的完全收斂性
  • Limiting behavior of weighted sums of negatively associated random variables
    隨機變量加權(quán)和的極限結(jié)果
  • 1 be a sequence of i . i . d . random variables with common d . f
    1是一列獨立同分布的隨機變量,其共同分布為
  • Limit distribution theorem for a sum of independent m - valued random variables
    值隨機變量和的極限分布定理
  • 更多造句:  1  2  3
如何用random variable造句,用random variable造句,random variable in a sentence, 用random variable造句和random variable的例句由查查漢語詞典提供,版權(quán)所有違者必究。