Title of article :
How to cut a cake fairly using a minimal number of cuts Original Research Article
Author/Authors :
William A. Webb، نويسنده ,
Issue Information :
روزنامه با شماره پیاپی سال 1996
Pages :
8
From page :
183
To page :
190
Abstract :
What is the minimum number of cuts needed to divide a cake among n players so that each player receives at least 1n of the whole cake? The simple “one cuts - the other chooses” shows that one cut suffices for 2 players. It was previously known that 3 players require 3 cuts and 4 players require 4 cuts with only upper bounds available for n> 4. Algorithms using 6 cuts for 5 players and 8 cuts for 6 players are discussed, which lower the previously known upper bounds. Moreover, it is shown that 6 cuts is the best possible for 5 players.
Journal title :
Discrete Applied Mathematics
Serial Year :
1996
Journal title :
Discrete Applied Mathematics
Record number :
884515
Link To Document :
بازگشت