Perform sample size determination or the calculation of compelling and misleading evidence.
BFpower.t.test_one_sample(
hypothesis = NULL,
e = NULL,
interval = NULL,
D = NULL,
target = NULL,
alpha = NULL,
model = NULL,
location = NULL,
scale = NULL,
dff = NULL,
model_d = NULL,
location_d = NULL,
scale_d = NULL,
dff_d = NULL,
de_an_prior = NULL,
N = NULL,
mode_bf = NULL,
direct = NULL
)A data frame with the following columns:
p(BF10 > D | H1): Probability of obtaining compelling evidence
in favor of the alternative hypothesis when the alternative is true.
p(BF01 > D | H1): Probability of obtaining misleading evidence
in favor of the null hypothesis when the alternative is true.
p(BF01 > D | H0): Probability of obtaining compelling evidence
in favor of the null hypothesis when the null is true.
p(BF10 > D | H0): Probability of obtaining misleading evidence
in favor of the alternative hypothesis when the null is true.
Required N: The required sample size or the sample size input by the users.
If sample size determination fails, the function returns NULL.
The hypothesis being tested (e.g., two-sided "!=", right-sided ">", left-sided "<").
The bounds for the interval Bayes factor (used when interval = 0).
Integer (1 or 0). If 1, Bayes factor with a point null against a composite alternative hypothesis;
otherwise Bayes factor with interval null and alternative hypotheses.
The bound of compelling evidence.
The targeted true positive rate (if direct = "h1") or true negative rate (if direct = "h0").
The targeted false positive rate (if direct = "h1") or false negative rate (if direct = "h0").
Statistical model of the analysis prior under the alternative hypothesis: Normal distribution ("Normal"), Normal moment ("NLP"), or scaled t ("t-distribution").
Location parameter for the analysis prior under the alternative hypothesis.
Scale parameter for the analysis prior under the alternative hypothesis.
Degrees of freedom for the analysis prior under the alternative hypothesis (if applicable).
Statistical model of the design prior under the alternative hypothesis: Normal distribution ("Normal"), Normal moment ("NLP"), or scaled t ("t-distribution").
Location parameter for the design prior under the alternative hypothesis.
Scale parameter for the design prior under the alternative hypothesis.
Degrees of freedom parameter for the design prior under the alternative hypothesis.
Integer (0 or 1). If 1, analysis and design priors under the alternative are the same; if 0, they are not.
Sample size.
Integer (1 or 2). If 1, sample size determination; if 2, N is used for the calculation of probabilities of compelling and misleading evidence.
If "h1", controlling true/false positive rates; if "h0", controlling true/false negative rates.
BFpower.t.test_one_sample(
hypothesis = "!=",
interval = 1,
D = 3,
target = 0.8,
alpha = 0.05,
model = "t-distribution",
location = 0,
scale = 0.707,
dff = 1,
de_an_prior = 1,
N = NULL,
mode_bf = 1,
direct = "h1"
)
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