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Given two sets creates new sets with one element of each set
cartesian(object, set1, set2, name = NULL, ...)# S3 method for TidySet cartesian( object, set1, set2, name = NULL, keep = TRUE, keep_relations = keep, keep_elements = keep, keep_sets = keep, ... )
# S3 method for TidySet cartesian( object, set1, set2, name = NULL, keep = TRUE, keep_relations = keep, keep_elements = keep, keep_sets = keep, ... )
A TidySet object.
The name of the sets to be used for the cartesian product
The name of the new set.
Placeholder for other arguments that could be passed to the method. Currently not used.
A logical value if you want to keep.
A logical value if you wan to keep old relations.
A logical value if you wan to keep old elements.
A logical value if you wan to keep old sets.
A TidySet object with the new set
Other methods: TidySet-class, activate(), add_column(), add_relation(), arrange.TidySet(), complement_element(), complement_set(), complement(), element_size(), elements(), filter.TidySet(), group_by.TidySet(), group(), incidence(), intersection(), is.fuzzy(), is_nested(), move_to(), mutate.TidySet(), nElements(), nRelations(), nSets(), name_elements<-(), name_sets<-(), name_sets(), power_set(), pull.TidySet(), relations(), remove_column(), remove_element(), remove_relation(), remove_set(), rename_elements(), rename_set(), select.TidySet(), set_size(), sets(), subtract(), union()
TidySet-class
activate()
add_column()
add_relation()
arrange.TidySet()
complement_element()
complement_set()
complement()
element_size()
elements()
filter.TidySet()
group_by.TidySet()
group()
incidence()
intersection()
is.fuzzy()
is_nested()
move_to()
mutate.TidySet()
nElements()
nRelations()
nSets()
name_elements<-()
name_sets<-()
name_sets()
power_set()
pull.TidySet()
relations()
remove_column()
remove_element()
remove_relation()
remove_set()
rename_elements()
rename_set()
select.TidySet()
set_size()
sets()
subtract()
union()
# NOT RUN { relations <- data.frame( sets = c(rep("a", 5), "b"), elements = letters[seq_len(6)] ) TS <- tidySet(relations) cartesian(TS, "a", "b") # }
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