- In mathematics, a
multiset (or bag, or mset) is a
modification of the
concept of a set that,
unlike a set,
allows for
multiple instances for each of its...
- sets,
allow also the
insertion and
deletion of
elements from the set. A
multiset is a
special kind of set in
which an
element can
appear multiple times...
-
number of
distinct elements in a
multiset.
Calculating the
exact cardinality of the
distinct elements of a
multiset requires an
amount of
memory proportional...
- is
equal to the
number of
multisets of size k − 1
taken from a set of size n + 1, or equivalently, the
number of
multisets of size n
taken from a set...
- mathematics, the
multiplicity of a
member of a
multiset is the
number of
times it
appears in the
multiset. For example, the
number of
times a
given polynomial...
-
which repetition is allowed, the
terms k-combination with repetition, k-
multiset, or k-selection, are
often used. If, in the
above example, it were possible...
-
choose k
elements from a set of n
elements if
repetitions are allowed. See
Multiset.
There are ( n + k k ) {\displaystyle {\tbinom {n+k}{k}}}
strings containing...
- to a
multiset of elements. A
multiset is a
generalization of the
notion of a set in
which an
element can
occur more than once.
Define the
multiset union...
-
revision of the C++ standard: unordered_set, unordered_map, unordered_
multiset, unordered_multimap. Each of
these containers differ only on constraints...
- An
amenable number is a
positive integer for
which there exists a
multiset of as many
integers as the
original number that both add up to the original...
