Re:Set of 5 non-trasitive dice shows some remarkable propert...
by teaspoon on Monday January 30, 2012 @12:50PM
(#3529768)
Stephen Lavelle's Platonic Archetypes of Dice is a Pokemon-style Flash game based on this Rock-Paper-Scissors-like quality of differently distributed dice.
Re:Set of 5 non-trasitive dice shows some remarkable propert...
by zdw on Monday January 30, 2012 @03:40PM
(#3530556)
Anyone know of a hackable program that will simulate dice rolls that allows for arbitrary sides?
I'm working on a set of dice for rolling passwords, and wanted to simulate it in software - while this is trivial to do if it's already been done I'd like to avoid the effort.
In order: this samples size times from a vector created by c with 5 3s and one 4 (you could also say c(rep(3,5), 4) with replacement and assigns the sample to a vector called s. table(s) produces counts of unique values.
Re:Set of 5 non-trasitive dice shows some remarkable propert...
by dexy on Monday January 30, 2012 @12:36PM
(#3529671)
Why is it important to call the green die 'olive'? Both 'olive' and 'green' have 5 characters... I suppose it's because you can spell out MR. BOY with the dice in winning order if you use olive :)
Re:Set of 5 non-trasitive dice shows some remarkable propert...
by bodski on Monday January 30, 2012 @12:42PM
(#3529721)
If you watch the video further, James explains that there is in fact a second 'chain' of victory, which is memorised using the colours in alphabetical order.
http://www.increpare.com/2009/11/platonic-archetypes-of-dice...
I'm working on a set of dice for rolling passwords, and wanted to simulate it in software - while this is trivial to do if it's already been done I'd like to avoid the effort.
Great channel! Check it out: http://www.youtube.com/numberphile