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Unleashing the Power of Regular Expressions in Interdisciplinary Music and Computing

Explore the fusion of regular expressions, music, and computer science through a fascinating interdisciplinary project. Discover the innovative approach and extensive design process that led to a remarkable outcome. Learn about creating captivating patterns like the Sierpinski Gasket and the Koch Snowflake using recursion and chaos. Dive into the world of grammars for fun and unlock the potential of L-system generation.

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Unleashing the Power of Regular Expressions in Interdisciplinary Music and Computing

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  1. The power of regular expressions • Interdisciplinary: • Music and Compsci (for Compsci 108 final project) The final product is so much more than we had hoped for though it was something that we aimed for from the beginning. • Who is Ge Wang? • http://www.youtube.com/watch?v=ADEHmkL3HBg Our investment into a huge and meticulous design process was a huge factor in making later progress. 35000+ lines of code / design / documentation gave us a project we were all very happy and proud to be a part of.

  2. Grammars for fun and recursion • http://en.wikipedia.org/wiki/SCIgen • http://www.elsewhere.org/pomo/ • http://www-cs-faculty.stanford.edu/~zelenski/rsg/ • I need an extension because <plea>. • <plea>:: • <dubious-excuse>, • <dubious-excuse> and <plea>

  3. Sierpinski Gasket • http://en.wikipedia.org/wiki/Sierpinski_triangle • How to think of creating it? • Remove central triangle, repeat recursively • Make three half-sized triangles, join, repeat • Chaos Game: completely at random! • See links to L-system generation • http://en.wikipedia.org/wiki/L-system#Example_6:_Sierpinski_triangle • Uses grammar!

  4. Koch Snowflake

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