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B. Weaver (3-Nov-2006) One-way ANOVA... 1 One-way Analysis of Variance
| Content Provider | CiteSeerX |
|---|---|
| Abstract | When one has two independent groups of observations, and a null hypothesis which states that they are random samples from 2 populations with identical means, it is customary to test that hypothesis using an independent-samples (or unpaired) t-test, as illustrated below: 0 1 2: H µ µ = { null hypothesis} 1 1 2:aH µ µ ≠ { non-directional alternative hypothesis} |
| File Format | |
| Access Restriction | Open |
| Subject Keyword | Identical Mean Independent Group One-way Anova One-way Analysis Random Sample Null Hypothesis Ah Non-directional Alternative Hypothesis |
| Content Type | Text |