Non-linear IFS, or Non-linear Iterated Function Systems, are mathematical constructs used to generate fractals through transformations that do not maintain linear relationships. Unlike linear IFS, which use linear functions to create fractals like the Sierpinski triangle or the Cantor set, non-linear IFS employ non-linear mappings that can produce more complex and intricate structures. This flexibility allows for a wider variety of fractal shapes and patterns, expanding the creative possibilities in fractal geometry.
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