[ Home  |  FAQ-Related Q&As  |  General Q&As  |  Answered Questions ]


    Search the Q&A Archives


4 colour theorem: - Is there any elementary proof for maps...

<< Back to: sci.math FAQ: The Four Colour Theorem

Question by YANN DAVID
Submitted on 2/6/2004
Related FAQ: sci.math FAQ: The Four Colour Theorem
Rating: Not yet rated Rate this question: Vote
4 colour theorem:
- Is there any elementary proof for maps that are rectangles paved by finitely many non-overlapping rectangles?
- Can I find on the web an elementary proof that 5 (or 6) colours always suffice?

Thanks,

Yann David
yann_david@hotmail.com


Answer by ilia
Submitted on 12/22/2004
Rating: Not yet rated Rate this answer: Vote
To everybody who is interested in four colour theorem...


please, see my proof of four colour theorem

www.geocities.com/itutber


Ilia Tutberidze

 

Your answer will be published for anyone to see and rate.  Your answer will not be displayed immediately.  If you'd like to get expert points and benefit from positive ratings, please create a new account or login into an existing account below.


Your name or nickname:
If you'd like to create a new account or access your existing account, put in your password here:
Your answer:

FAQS.ORG reserves the right to edit your answer as to improve its clarity.  By submitting your answer you authorize FAQS.ORG to publish your answer on the WWW without any restrictions. You agree to hold harmless and indemnify FAQS.ORG against any claims, costs, or damages resulting from publishing your answer.

 

FAQS.ORG makes no guarantees as to the accuracy of the posts. Each post is the personal opinion of the poster. These posts are not intended to substitute for medical, tax, legal, investment, accounting, or other professional advice. FAQS.ORG does not endorse any opinion or any product or service mentioned mentioned in these posts.

 

<< Back to: sci.math FAQ: The Four Colour Theorem


[ Home  |  FAQ-Related Q&As  |  General Q&As  |  Answered Questions ]

© 2008 FAQS.ORG. All rights reserved.