bfactor_log_interpret_kr: Interpretation of the logarithms of Bayes factors

Description Usage Arguments Details Value References See Also Examples

View source: R/bfactor_log_interpret_kr.R

Description

Quantify the strength of the evidence provided by the data to a model/hypothesis according a Bayes factor interpretation scale suggested by \insertCitekass1995;textualpcal.

Usage

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Arguments

bf

A numeric vector.

base

A numeric vector of length one. Must be a positive number.

Details

Bayes factors are a summary of the evidence provided by the data to a model/hypothesis, and are often reported on a logarithmic scale. Because it can be useful to consider twice the natural logarithm of the Bayes factor, which is in the same scale as the familiar deviance and likelihood ratio test statistics, \insertCitekass1995;textualpcal suggested the following Bayes factor interpretation scale:

2*log(Bayes factor) Bayes factor Evidence
[-Inf, 0[ [0, 1[ Negative
[0, 2[ [1, 3[ Weak
[2, 6[ [3, 20[ Positive
[6, 10[ [20, 150[ Strong
[10, +Inf[ [150, +Inf[ Very strong

bfactor_log_interpret_kr takes (base base) logarithms of Bayes factors as input and returns the strength of the evidence provided by the data in favor of the model/hypothesis in the numerator of the Bayes factors (usually the null hypothesis) according to the aforementioned table.

When comparing results with those from standard likelihood ratio tests, it is convenient to put the null hypothesis in the denominator of the Bayes factor so that bfactor_log_interpret_kr returns the strength of the evidence against the null hypothesis. If bf was obtained with the null hypothesis on the numerator, one can use bfactor_log_interpret_kr(1/bf) to obtain the strength of the evidence against the null hypothesis.

Value

Returns a character vector with the same length as bf.

References

\insertAllCited

See Also

Examples

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# Interpretation of one Bayes factor, natural log
bfactor_log_interpret_kr(1.5)

# Interpretation of many Bayes factors, natural log
bfactor_log_interpret_kr(c(0.1, 1.2, 3.5, 13.9, 150))

# Interpretation of many Bayes factors, base 10 log
bfactor_log_interpret_kr(log10(c(0.1, 1.2, 3.5, 13.9, 150)), base = 10)

pcal documentation built on July 8, 2020, 6:22 p.m.