-
regarded as
multisets,
because strokes,
tally marks, or
units are
considered indistinguishable. This
shows that
people implicitly used
multisets even before...
-
unsorted multisets. It
provides the
multiset class for the
sorted multiset, as a kind of ****ociative container,
which implements this
multiset using a...
-
complex examples are
information distance in
multisets; and
normalized compression distance (NCD) in
multisets.
Acoustic metric –
Tensor characterizing signal-carrying...
- {\displaystyle {\mathcal {M}}(S)} be the set of all
finite multisets on S {\displaystyle S} . For
multisets M , N ∈ M ( S ) {\displaystyle M,N\in {\mathcal {M}}(S)}...
- elements.
However in the
theory of
multisets the term
refers to the sum of
multiplicities of each
member of a
multiset. This
article chooses to use Flajolet's...
- (as in (Brualdi 2010)) care must be
taken to
clarify whether sets or
multisets are
being discussed.
Uspensky 1937, p. 18 High
School Textbook for full-time...
- is
equal to the
number of
multisets of
cardinality n
taken from a set of size k, or equivalently, the
number of
multisets of
cardinality k − 1 taken...
- k-tuples over S is n k . {\displaystyle n^{k}.} If M is a
finite multiset, then a
multiset permutation is an
ordered arrangement of
elements of M in which...
- 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...
-
logical function NOT, and in APL it
additionally represents the
dyadic multiset function without (set difference). In C the
tilde character is used as...
