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canonical correlation, manova, profile analysis

Last updated 9:30 PM on 4/6/26
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35 Terms

1
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Create a model for a significant correlation/dimension
How do you know it is significant?

2
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Draw the canonical correlation input set up

3
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Explain Redundancy Analysis, its importance and where to find it

4
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What are the different types of redundancy

5
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what are the canonical variables?

6
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what is a canonical variate pair?

7
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what is the canonical input matrix formula and what does each variable represent?

8
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in canonical correlation, what does rci = square root of eigenvaluei mean?

9
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define canonical correlation

10
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define MANOVA

11
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define Profile Analysis

12
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what is the difference between MANOVA, Profile Analysis, and Doubly MANOVA?

13
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explain canonical coefficients, their questions, and how are they different from other coefficients

14
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what are manova advantages over anova

15
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what is wolfram player

16
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explain wilk’s stat and its equation

17
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write out the homogeneity of covariance matrices

18
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what is homog of reg? and it is different from the one used in anova?

19
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write/fill in the data design for manova

20
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write out a full factorial design eq for manova

21
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what are the steps to manova

22
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what are the different multivariate test critera? and when would you use these? please provide an example in your own research

23
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write out the test stat wilk’s lambda eq and approx multi F and how are they related to each other?

24
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what does a repeated measures data chart look like

25
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does profile analysis use commensurate data? what is that?

26
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how id profile analysis different than manova?

27
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why would you use a profile analysis instead of a manova

28
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what are the steps to profile analysis?

29
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what is segmented data in profile analysis

30
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why does profile aalysis look at the null and how do you do the matrices equations for profile analysis?

31
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what is parallelism and flatness?

32
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what is an S matrix?

33
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what is Hotelling’s T² eq?

34
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how do we test for interactions? simple effect and simple comparisons

35
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what are interaction contrasts

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