The optimal dartboard?
Percy, DF 2012, 'The optimal dartboard?' , Mathematics Today, 48 , pp. 268-270.Full text not available from this repository. (Request a copy)
Our challenge is to determine the best arrangement of the numbers 1,2,...,20 on a dartboard. This problem has been tackled before but we consider a new constraint and a different optimality criterion that lead to an original solution.
|Themes:||Built and Human Environment|
|Schools:||Colleges and Schools > College of Business & Law > Salford Business School > Centre for Sports Business|
|Journal or Publication Title:||Mathematics Today|
|Publisher:||Institute of Mathematics and its Applications|
|Funders:||Non funded research|
|Depositing User:||Professor David F. Percy|
|Date Deposited:||10 May 2012 14:14|
|Last Modified:||20 Aug 2013 18:27|
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