Skip to primary content
Skip to secondary content

Four Color Theorem

Four Color Theorem, Guthrie, Kempe, Tait, Heawood and other people and stuff

Four Color Theorem

Main menu

  • Home
  • Abstract
  • Introduction
  • History
  • Quotes
  • T1
  • T2
  • Notes
    • Conversion of a map (first steps)
    • Conversion of famous maps
    • K4 and different four colorings?
    • License
    • Simplify F4 faces – first version
    • Searching for T0
  • Software
  • Links
  • @
  • Me
    • Aikido
    • Chess

Tag Archives: homeomorphic

Four color theorem: other representations of maps

Posted on May 19, 2011 by stefanutti
Reply

Here are some new representation of graphs:

Thanks to:

  • http://mathoverflow.net/questions/63861/representations-of-regular-maps-four-color-theorem
  • http://www.geogebra.org/forum/viewtopic.php?f=2&t=21841
Posted in Uncategorized | Tagged 4ct, Alfred Bray Kempe, coloring maps, Four color, four color problem, four color theorem, four colors suffice, Francis Guthrie, graph coloring, graphs representations, homeomorphic, Kenneth Appel, pencil and paper, proof, Wolfgang Haken | Leave a reply
Buy Me A Coffee
Follow Four Color Theorem on WordPress.com

Blog Stats

  • 32,110 hits

Top Posts & Pages

  • Tait coloring and the four color theorem: personal Q&A
  • Are these different colorings?
  • 3-regular planar graph decomposition in cycles and 4CT
  • Counting maps
  • Four color theorem: 3-edge coloring, impasse and Kempe chain color swapping
  • Four color theorem: experimenting impasses (as in life)
  • Four color theorem: almost there?
  • Four color theorem: A fast algorithm
Website Powered by WordPress.com.
  • Subscribe Subscribed
    • Four Color Theorem
    • Already have a WordPress.com account? Log in now.
    • Four Color Theorem
    • Subscribe Subscribed
    • Sign up
    • Log in
    • Report this content
    • View site in Reader
    • Manage subscriptions
    • Collapse this bar