View source: R/hypothesis_evaluation.R
test_correlation | R Documentation |
test_correlation
is suitable for testing a hypothesis about a
the strength of correlation between two continuous variables (designs
in which Pearson's r is a suitable measure of correlation).
test_correlation(estimate, rope = c(0, 0), output_html = FALSE)
estimate |
|
rope |
|
output_html |
|
This function can be passed an esci_estimate object generated by
estimate_r()
.
It can test hypotheses about a specific value for the difference (a point null) or about a range of values (an interval null)
Returns a list with 1-2 data frames
point_null - always returned
test_type - 'Nil hypothesis test', meaning a test against H0 = 0
outcome_variable_name - Name of the outcome variable
effect - Label for the effect being tested
null_words - Express the null in words
confidence - Confidence level, integer (95 for 95%, etc.)
LL - Lower boundary of the confidence% CI for the effect
UL - Upper boundary of the confidence% CI for the effect
CI - Character representation of the CI for the effect
CI_compare - Text description of relation between CI and null
t - If applicable, t value for hypothesis test
df - If applicable, degrees of freedom for hypothesis test
p - If applicable, p value for hypothesis test
p_result - Text representation of p value obtained
null_decision - Text represention of the decision for the null
conclusion - Text representation of conclusion to draw
significant - TRUE/FALSE if significant at alpha = 1-CI
interval_null - returned only if an interval null is specified
test_type - 'Practical significance test', meaning a test against an interval null
outcome_variable_name -
effect - Name of the outcome variable
rope - Test representation of null interval
confidence - Confidence level, integer (95 for 95%, etc.)
CI - Character representation of the CI for the effect
rope_compare - Text description of relation between CI and null interval
p_result - Text representation of p value obtained
conclusion - Text representation of conclusion to draw
significant - TRUE/FALSE if significant at alpha = 1-CI
# example code
estimate <- esci::estimate_r(r = 0.536, n = 50)
# Test against a point null of exactly 0
test_correlation(estimate)
# Test against an interval null (-0.1, 0.1)
test_correlation(estimate, rope = c(-0.1, 0.1))
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