A Permutation of a collection of items is some arrangement, or rearrangement, of them.

For $n$ items there are $n$ factorial permutations. For example, for the set ${a,b,c}$ we have:

Six permutation, because $3!~=~6.$
(none) (none) (none)
(none) Banach-TarskiParadox
MathematicsTaxonomy

You are here

Permutation
Factorial
(none) (none) EulersNumber
Function
Integer
ModuloArithmetic
NaturalNumber
PrimeNumber
ZeroFactorial

Local neighbourhood - D3


Last change to this page
Full Page history
Links to this page
Edit this page
  (with sufficient authority)
Change password
Recent changes
All pages
Search