‎"CAYLEY, ARTHUR. - THE FOUR COLOUR THEOREM.‎
‎On the Colouring of Maps.‎

‎London, Edward Stanford, 1879. Without wrappers in ""Proceedings of the Royal Geographical Society and monthly Record of Geography"", April issue with titlepage to vol. 1, 1879. Pp.(2), 225-288 a. 2 folded maps. Cayley's paper: pp. 259-261‎

Reference : 41917


‎Fitrst appearance of Cayley's famous paper on the Four-Colour-Problem""The four-colour map problem (to prove that on any map only four colours are needed to separate countries) is celebrated in mathematics. It resisted the attempts of able mathematicians for over a century and when it was successfully proved in 1976 the ‘computer proof’ was controversial: it did not allow scrutiny in the conventional way. At the height of his influence in 1878, Arthur Cayley had drawn attention to the problem at a meeting of the London Mathematical Society and it was duly ‘announced’ in print. (the paper offered). He made a short contribution himself and he encouraged the young A. B. Kempe to publish a paper on the subject. Though ultimately unsuccessful, the work of Cayley and Kempe in the late 1870s brought valuable insights..... Francis Galton is revealed as the ‘go-between’ in suggesting Cayley publish his observations in Proceedings of the Royal Geographical Society."" (Tony Crilly).The Four-Colour-Theorem was proved in 1976 by Kenneth Appel and Wolfgang Haken. It was the first major mathematical theorem to be proved using a computer.‎

€469.43 (€469.43 )
Bookseller's contact details

Herman H. J. Lynge & Son
William Schneider
Silkegade 11
1113 Copenhagen
Denmark

herman@lynge.com

+45 33 155 335

Contact bookseller

Payment mode
Cheque
Transfer
Others
Sale conditions

All items may be returned for a full refund for any reason within 14 days of receipt.

Contact bookseller about this book

Enter these characters to validate your form.
*
Send
Get it on Google Play Get it on AppStore
The item was added to your cart
You have just added :

-

There are/is 0 item(s) in your cart.
Total : €0.00
(without shipping fees)
What can I do with a user account ?

What can I do with a user account ?

  • All your searches are memorised in your history which allows you to find and redo anterior searches.
  • You may manage a list of your favourite, regular searches.
  • Your preferences (language, search parameters, etc.) are memorised.
  • You may send your search results on your e-mail address without having to fill in each time you need it.
  • Get in touch with booksellers, order books and see previous orders.
  • Publish Events related to books.

And much more that you will discover browsing Livre Rare Book !