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Legacy Documentation
Mathematica 8
(2010)
This is documentation for Mathematica 8, which was
based on an earlier version of Wolfram Language.
View current documentation (Version 14.3)
Mathematica
>
Mathematics and Algorithms
>
Discrete Mathematics
>
Permutations
>
PermutationSupport
>
BUILT-IN MATHEMATICA SYMBOL
Permutations
Tutorials »
|
Cycles
PermutationMax
PermutationMin
PermutationLength
See Also »
|
Permutations
Summary of New Features in Mathematica 8
New in 8.0: Alphabetical Listing
New in 8.0: Mathematics & Algorithms
More About »
PermutationSupport
PermutationSupport
[
perm
]
returns the support of the permutation
perm
.
The support of a permutation
perm
is the list of integers that are not fixed by
perm
.
PermutationSupport
works with
Cycles
objects as well as with permutation lists. When applied to a permutation list,
PermutationSupport
returns the for which .
(2)
Points moved by a permutation in disjoint cyclic form:
Points moved in a permutation list:
Points moved by a permutation in disjoint cyclic form:
Out[1]=
Points moved in a permutation list:
Out[1]=
(2)
Support of permutations in disjoint cyclic form:
Support of permutation lists:
(1)
The support of a permutation group is defined as the union of the supports of its elements:
Support of the default permutation representation of a named abstract group:
(1)
The permutation support of a permutation in cyclic form is the union of its cycles:
Cycles
bullet
PermutationMax
bullet
PermutationMin
bullet
PermutationLength
Permutations
Permutations
Summary of New Features in
Mathematica
8
New in 8.0: Alphabetical Listing
New in 8.0: Mathematics & Algorithms
New in 8
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