Cayley's Theorem

Mon 20th Jun 2005

Cayley's Theorem, and proof, in six lines. Written during a group theory exam.

A group of finite mensuration
Conforms, by Cayley's invocation,
Unto a group of permutations

An element therein shall find
A rearrangement of its kind
And to it by its action bind.

Trackback URL for this post:

http://heeris.id.au/trackback/10

Comments

Post new comment

Comment submitted to Mollom for spam prevention, here is their privacy policy.
  • Quick Tips:
    • Two spaces at a line's end = Line break
    • Double returns = Paragraph
    • *Single asterisks* = Emphasis, **Double** = Strong
    • Square brackets [make a link](http://the.link.example.com "The optional title text")
  • Allowed HTML tags: <p> <a> <em> <strong> <cite> <code> <ul> <ol> <li> <q> <blockquote>
Powered by Drupal, an open source content management system