-
different are also
permutations: the
letters are
already ordered in the
original word, and the
anagram reorders them. The
study of
permutations of
finite sets...
-
definition to
include permutations with
fixed points in
addition to at most one non-trivial cycle. In
cycle notation,
cyclic permutations are
denoted by the...
- mathematics, a
permutation group is a
group G
whose elements are
permutations of a
given set M and
whose group operation is the
composition of
permutations in G...
- term
counts the
number of
partial permutations with
support of size i, that is, the
number of
partial permutations with i non-hole entries. Alternatively...
- non-negative.
There are two
natural one-to-one
correspondences between permutations and
permutation matrices, one of
which works along the rows of the matrix, the...
- versa), the
question of how many
permutations to
generate can be seen as the
question of when to stop
generating permutations,
based on the
outcomes of the...
- The
statistics of
random permutations, such as the
cycle structure of a
random permutation are of
fundamental importance in the
analysis of algorithms...
-
random permutation is a
random permutation of a set of objects, that is, a
permutation-valued
random variable. The use of
random permutations is common...
-
enumeration of
permutations avoiding a
fixed (and
typically short)
permutation or set of
permutations. Let Avn(B)
denote the set of
permutations of length...
- the
permutations of X (i.e. the
bijective functions from X to X) fall into two
classes of
equal size: the even
permutations and the odd
permutations. If...
