1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 | AD.normal.regression.pvalue(a, x, neig = max(n, 400), verbose = FALSE)
AD.gamma.regression.pvalue(
a,
x,
theta,
link = "log",
neig = max(n, 400),
verbose = FALSE
)
AD.logistic.regression.pvalue(a, x, neig = max(n, 400), verbose = FALSE)
AD.laplace.regression.pvalue(a, x, neig = max(400, n), verbose = FALSE)
AD.weibull.regression.pvalue(a, x, neig = max(n, 400), verbose = FALSE)
AD.extremevalue.regression.pvalue(a, x, neig = max(n, 400), verbose = FALSE)
AD.exp.regression.pvalue(
a,
x,
theta,
link = "log",
neig = max(n, 400),
verbose = FALSE
)
|
x |
explanatory variables |
verbose |
|
w |
Anderson-Darling statistic A^2 with a given distribution. |
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