data(learning.test)
res = gs(learning.test)
## the arc A - B has no direction.
choose.direction(res, learning.test, arc = c("A", "B"), debug = TRUE)
# * testing A - B for direction.
# > testing A -> B with conditioning set ' '.
# > p-value is 0 .
# > testing B -> A with conditioning set ' '.
# > p-value is 0 .
# @ nothing to do, same p-value.
## let's see score equivalence in action.
choose.direction(res, learning.test, criterion = "aic",
arc = c("A", "B"), debug = TRUE)
# * testing A - B for direction.
# > initial score for node A is -5495.051 .
# > initial score for node B is -4834.284 .
# > score delta for arc A -> B is 1166.914 .
# > score delta for arc B -> A is 1166.914 .
# @ nothing to do, same score delta.
## arcs which introduce cycles are handled correctly.
res = set.arc(res, "A", "B")
# now A -> B -> E -> A is a cycle.
choose.direction(res, learning.test, arc = c("E", "A"), debug = TRUE)
# * testing E - A for direction.
# > testing E -> A with conditioning set ' '.
# > p-value is 1.426725e-99 .
# > testing A -> E with conditioning set ' B F '.
# > p-value is 0.9818423 .
# > adding E -> A creates cycles!.
# > arc A -> E isn't good, either.
choose.direction(res, learning.test, arc = c("D", "E"), criterion = "bootstrap",
R = 100, algorithm = "iamb", algorithm.args = list(test = "x2"), cpdag = TRUE,
debug = TRUE)
# * testing D - E for direction.
# > testing D -> E
# > bootstrap probability of an arc between D and E is 0.36 .
# > direction confidence for arc D -> E is 0.3333333 .
# > direction confidence for arc E -> D is 0.6666667 .
# @ nothing to do, bootstrap probability is less than 0.50.
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