CHI-SQUARE & OTHER NONPARAMETRIC TESTS Flashcards

1
Q

A test that is used to measure the differences between what is observed and what is expected according to an assumed hypothesis.

A

CHI-SQUARE DISTRIBUTION TEST

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2
Q

a non-parametric test based on frequencies

A

CHI-SQUARE TEST

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3
Q

This test is an important non-parametric test as no rigid assumptions are necessary in regard to the type of population, no need of parameter values, and relatively less mathematical details are involve.

A

CHI-SQUARE DISTRIBUTION TEST

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4
Q

Application of Chi-Square Test:

A

Goodness of Fit distribution
Test of Independence
Test of Homogeneity

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5
Q

Samples are selected from several different populations, and the researcher is interested in determining whether the proportions of elements that have a common characteristic are the same for each population.

A

Test of Homogeneity

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6
Q

Is used to test the independence of two variables.

For example, suppose a new postoperative procedure is administered to a number of patients in a large hospital.
The researcher can ask the question, Do the doctors feel differently about this procedure from the nurses, or do they feel basically the same way?

A

TEST OF INDEPENDENCE

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6
Q

This test enables us to see how well does the assumed theoretical distribution fit to the observed data.

Assumptions:
The data are obtained from a random sample.
The expected frequency for each category must be 5 or more
Note: This test is a right-tailed test, since when the O - E values are squared, the answer will be positive or zero.

A

Goodness of Fit distribution

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6
Q

Does not assume anything about the underlying distribution
It is used when the data is not normal

A

NONPARAMETRIC TESTS

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7
Q

Other reasons to run nonparametric tests:

A

> One or more assumptions of a parametric test have been violated
Your sample size is too small to run a parametric test
Your data has outliers that cannot be removed
You want to test for the median rather than the mean

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8
Q

interval or ratio scales

A

parametric tests

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9
Q

nominal or ordinal scales

A

nonparametric test

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10
Q

use this test to estimate the median of a population and compare it to a reference val

A

1-sample sign test

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11
Q

this test assumes that the data comes from a symmetric distribution

A

1-sample Wilcoxon signed rank test

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12
Q

used to test for differences between groups with ordinal dependent variables. It can also be used for continuous data if the one-way ANOVA with repeated measures is inappropriate

A

Friedman test

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13
Q

a test of association for ranked variables

A

Goodman Kruskal’s Gamma

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14
Q

use this test instead of a one-way ANOVA to find out if two or more medians are different. Ranks of the data points are used for calculations, rather than the data points themselves.

A

kruskal-Wallis Test

15
Q

– looks for trends in time-series data

A

Mann-Kendall Trend Test

16
Q

use this test to compare differences between two independent groups when dependent variables are either ordinal or continuous

A

Mann-Whitney Test

17
Q

this test is used instead of sign test when you have two independent samples

A

Mood’s Median Test

18
Q

use when you want to find a correlation between two sets of data

A

Spearman Rank Correlation

19
Q
A