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Probability Distribution of Dice
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<blockquote data-quote="Riveneye" data-source="post: 765272" data-attributes="member: 5153"><p>Wow, I seem to have sparked a lot of interest. I never knew so many people had been wondering the same thing.</p><p></p><p>Drawmack, could you explain that function a bit? I hate to ask people to comment their work, but i'm just wondering what arguments I'm meant to pass to it. What is the array $arySides? just (1, 2, 3, 4, 5, 6) for a d6? And what is $position? I'd like to help you out with this one, but I think I'm going to need more info before I can. It's starting to get quite confusing with everyone using different notations for number of dice, sides, outcomes etc.</p><p></p><p>frisbeet, your formulae were very interesting, and are the closest thing I have seen to a perfect solution. If you could fix that one problem, we'd have our formula, and if Drawmack could fix his bug, we'd have a perfect (small) algorithm.</p></blockquote><p></p>
[QUOTE="Riveneye, post: 765272, member: 5153"] Wow, I seem to have sparked a lot of interest. I never knew so many people had been wondering the same thing. Drawmack, could you explain that function a bit? I hate to ask people to comment their work, but i'm just wondering what arguments I'm meant to pass to it. What is the array $arySides? just (1, 2, 3, 4, 5, 6) for a d6? And what is $position? I'd like to help you out with this one, but I think I'm going to need more info before I can. It's starting to get quite confusing with everyone using different notations for number of dice, sides, outcomes etc. frisbeet, your formulae were very interesting, and are the closest thing I have seen to a perfect solution. If you could fix that one problem, we'd have our formula, and if Drawmack could fix his bug, we'd have a perfect (small) algorithm. [/QUOTE]
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