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This lecture introduces L-Systems, a method for modeling the growth of plants and other complex structures. It covers the basics of L-Systems, including axiom, rules, and evaluation levels. The lecture also explores various examples of L-Systems, such as the Koch snowflake and Penta Flower, and discusses the inverse problem of creating specific outputs. Additionally, it delves into stochastic L-Systems, which introduce randomness to generate variations in plant structures, and extends the concept to 3D L-Systems, enabling the modeling of complex structures in three dimensions.
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