analysis of variance的意思
analysis of variance中文翻譯:
[數]方差分析
variance analysis───[數]方差分析;[會計]差異分析;方差[差異]分析
variance of returns───收益差異
variance───n.變異;變化;不一致;分歧;[數]方差
analysis───n.分析;分解;驗定
variance sales───差異銷售
population variance───[數]總體方差
at variance───不和;有分歧;有分歧, 不和, 不符
cost variance───成本差異,成本差額
statement analysis───n.財務報表分析;財務報表分析;決算表分析
Measurement data were compared with analysis of variance.───正交設計實驗方法和方差分析。
Measured data were compared with analysis of variance.───計量資料差異比較采用方差分析。
It is often a burden and time consuming to perform an analysis of variance on the raw data obtained from product experiments.───在對某一產品停止實驗后,依據原始數據停止方差剖析是件煩瑣的任務,需求破費不少工夫。
This tool performs a simple analysis of variance on data for two or more samples.───此工具可對兩個或更多樣本的數據執行簡單的方差分析。
Analysis of variance was used to determine which color, shape, and density measures differed between defects.───不一致的分析用來決定哪一顏色,形狀和密度措施在缺點之間不一致。
Analysis of variance identified the initial pain score as the only significant variable to predict pain reduction after CKRS (P 03).───變量分析證明起始的疼痛是唯一用來說明術后疼痛減少的顯著變量(P0.03)。
Analysis of variance showed that there is no significant difference between the genotype AA and AB meat traits.───分析表明,AA和AB基因型各肉用性狀間無顯著性差異。
In a combined analysis of variance, effects of genotype, environment, and their interaction were significant for almost all traits tested.───幾乎所有品質性狀均存在顯著的基因型、環境及其互作效應。
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Differences in measurement data were compared with LSD analysis of variance.
DESIGN: Single factor analysis of variance.
Results were analyzed using t tests, analysis of variance and linear regression.
Analysis of variance and the Newman-Keuls procedure were applied to measure the statistical significance of means from different diagnostic categories.
Some tests such as analysis of variance are fairly robust in that they permit violation of such assumptions, while others are not.
Problems such as background noise determination, analysis of variance, and errors in data handling are highlighted.
Data were analyzed by factor analysis, one-way analysis of variance, two-way analysis of variance.
Compared with the mixed linear model analysis, the analysis of variance could result in higher type I or II statistical error rates.
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