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Flashcards

Topic 9

Soph B HRSS3101 Inglês 5 flashcards

Flashcards do conjunto (5)

  1. 1two sample t test- assume each group in the study is a sample from the respective populations
    - an important assumption is that the 2 groups are independent of each other
    - T-test is for comparing 2 groups and works in the same way as the one sample procedure, you take the difference between the 2 sample means and compare it to the standard error of that difference
  2. 2different types of t test2 versions depending on whether we can assume that the 2 populations have equal variances (or SD)
    - if they DO, use a POOLED t-test (slightly more powerful and generalises more easilty)
    - if they do NOT- use a WELCH t test
    - use levene's test to decide which version to do
  3. 3Levene's test for 2 sample t test- if Levene's is significant there may be differences in variances, so the pooled method is not appropriate (use Welch)
    - if Levene's is not significant then supports the use of the pooled tes
    - use a box plot to assess the assumption for yourself
    - P-value greater 0.05 is NOT significant
    - then look at the 2 tailed p-value (sig) if it is greater than 0.1 then conclude there is no evidence against the null hypothesis
  4. 4non parametric tests- a t-test is a parametric test because it explicitly estimates parameters using statistics. Since the sample mean is affected by outliers, we have seen that t-test results can be diluted by their presence
    - non parametric tests aim to make inferences less directly, and are sometimes called distribution free tests because they are based on fewer assumptions (do not assume the variable has a normal distribution)
    - generally more powerful and can test a wider range of alternate hypotheses
    - if data is large enough that the central limit theorem applies, parametric tests are more appropriate
  5. 5Mann-Whitney U test- replace observed values with their ranked values - this is one way nonparametric tests are protected against outliers
    - the MW test is used to test the null hypothesis
    - if we assume that the distributions have the same shape and spread, then evidence against the H0 will suggest that the median values are different between the groups
    - the MW test works by seeing if the total ranks in one group are more that you would expect by chance, as given by the P-value

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HRSS3101 FlashCards sobre Topic 9, criado por Soph B em 24-06-2020.
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