Chance operations & probability theory
From GenerativeArt
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In this example a ball is dropped on the top pin of a triangular arrangement of pins. The ball ends up exiting in one of several columns. The probability that a ball will end up in a given column is a function of the number of paths that lead to that column. | In this example a ball is dropped on the top pin of a triangular arrangement of pins. The ball ends up exiting in one of several columns. The probability that a ball will end up in a given column is a function of the number of paths that lead to that column. | ||
- | To use the pinball applet please [http://philipgalanter.com/generative_art/wiki/applets/pinball click here]. | + | To use the pinball applet please <a href="http://philipgalanter.com/generative_art/wiki/applets/pinball" target="_blank">click here</a> |
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+ | [http://philipgalanter.com/generative_art/wiki/applets/pinball click here]. | ||
(Additional Text and Illustrations and Applet Pending) | (Additional Text and Illustrations and Applet Pending) |