wikidiffcom |
multiset |
As a noun multiset is
(set theory) a generalization of a set: a container, in which, unlike for set, an element can be present multiple times.
multiset |
multijet |
As a noun multiset
is a generalization of a set: a container, in which, unlike for set, an element can be present multiple times.
As an adjective multijet is
of or pertaining to multiple jets (spouts or nozzles).
multiset |
sets |
As nouns the difference between multiset and sets
is that
multiset is (set theory) a generalization of a set: a container, in which, unlike for set, an element can be present multiple times while
sets is .
As a verb sets is
(
set).
multiseat |
multiset |
As an adjective multiseat
is of or pertaining to more than one seat.
As a noun multiset is
(set theory) a generalization of a set: a container, in which, unlike for set, an element can be present multiple times.
multisect |
multiset |
As an adjective multisect
is (zoology) divided into many similar segments; said of an insect or myriapod.
As a noun multiset is
(set theory) a generalization of a set: a container, in which, unlike for set, an element can be present multiple times.
taxonomy |
multiset |
As nouns the difference between taxonomy and multiset
is that
taxonomy is the science or the technique used to make a classification while
multiset is a generalization of a set: a container, in which, unlike for set, an element can be present multiple times.
multiset |
multinumber |
see also |
As nouns the difference between multiset and multinumber
is that
multiset is a generalization of a set: a container, in which, unlike for set, an element can be present multiple times while
multinumber is a set with repeated elements that are indistinguishable from one another.
As an adjective multinumber is
relating to more than one telephone number.
multiset |
tomset |
As nouns the difference between multiset and tomset
is that
multiset is a generalization of a set: a container, in which, unlike for set, an element can be present multiple times while
tomset is totally ordered multiset.
multiset |
pomset |
As nouns the difference between multiset and pomset
is that
multiset is (set theory) a generalization of a set: a container, in which, unlike for set, an element can be present multiple times while
pomset is (mathematics) partial ordered multiset.
multiset |
multigraph |
As nouns the difference between multiset and multigraph
is that
multiset is (set theory) a generalization of a set: a container, in which, unlike for set, an element can be present multiple times while
multigraph is (mathematics|graph theory) a set
v (whose elements are called (
term) or (
term)), taken together with a multiset
e, each of whose elements (called an (
edge) or (
line)) is a cardinality-two multisubset of
v.
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