最小顯著差數 的英文怎麼說

中文拼音 [zuìxiǎoxiǎnzhāochāshǔ]
最小顯著差數 英文
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  • 最 : 副詞（表示某種屬性超過所有同類的人或事物） most; best; worst; first; very; least; above all; -est
  • 小 : Ⅰ形容詞1 （體積、面積、數量、強度等不大） small; little; petty; minor 2 （年紀小的; 年幼的） youn...
  • 顯 : Ⅰ形容詞1 （明顯） apparent; obvious; noticeable; evident 2 （有名聲有權勢的） illustrious and inf...
  • 著 : 著助詞1. （表示動作的持續） 2. （表示狀態的持續） 3. （用在動詞或表示程度的形容詞後面, 加強命令或囑咐的語氣） 4. （加在某些動詞後面, 使變成介詞）
  • 差 : 差Ⅰ名詞1 （不相同; 不相合） difference; dissimilarity 2 （差錯） mistake 3 [數學] （差數） differ...
  • 數 : 數副詞（屢次） frequently; repeatedly
  • 顯著 : noteworthiness
  1. Application results show the proposed method can deal with mges effectively and provide useful suggestion on instruments checking. thus the number of instruments that must be checked is minimized, the maintenance effort and expense are reduced. 4

    敘述了顯著誤差選擇刪除演算法在煉油工業的實際應用情況，說明了該演算法對帶有顯著誤差變量的處理的有效性，並為檢修工作提供了合理建議，使得必須檢修的傳感器數目最少，減小了檢修的工作量和檢修費用。
  2. Demonstration research 1 interprets that under me normal demand there are no distinct diversity between the grade of the experiment class and the contrast class, but the grade of the experiment class is only a little better than that of the contrast class. but the grade of the experiment class where g. polya inspiring method was used is the best

    實證研究一，說明了在常規要求下實驗班與對比班數學成績沒有顯著性差異，只是實驗班比對比班成績稍好一些，而含波利亞啟發法的實驗班成績最好；實驗班的學生成績差距縮小，僅含分層教學的實驗班的效果最好。
  3. Least - significant difference

    最小顯著差數
  4. We conclude from short - term dynamic equation ( error correction model ) that was built at last as follows : interest rate of marketing is influenced by itself from lag one quarter to lag four quarter, but influence is not quite prominence, coefficients of that model are all less than one

    從最終建立的短期動態方程即誤差修正模型，可看到:市場化利率受其自身滯后一季度到四季度的影響，但影響均不十分顯著，模型系數均小於1 。市場化利率受gdp滯后一季度到三季度影響，且影響逐步減弱。
  5. Firstly, we estimate the variance and the mean of each cell with maximum likelihood ; secondly, we identify the important dispersion effects based on least squares analysis of the logarithm of within - replication variance ; last, we identify the important location effects based on weighted least squares analysis of the mean of each cell. a simulation study also demonstrates its superiority over some existing methods. an experiment for the robust design of thermostat is used to illustrate the method

    本文對帶有右截尾數據的有重復因子試驗，提出了另一種分析位置效應和散度效應的方法：首先，在每一個試驗點，對重復試驗觀察值用極大似然法估計出均值和方差；其次，用每個試驗點方差估計值的對數作為響應變量與各因子建立回歸模型，鑒別出顯著的散度效應；之後，採用加權最小二乘法鑒別出比較顯著的位置效應。
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