Fractalization is the process of creating fractals, which are mathematical sets that exhibit self-similarity and complexity at different levels of scale. Fractals occur in nature and have been used to model various phenomena such as branching patterns, clouds, coastlines, and snowflakes. Fractalization involves using mathematical algorithms and computer programs to generate and manipulate fractal patterns. This process often involves iterating a simple rule or formula many times to create complex and detailed structures. Fractalization has applications in computer graphics, data visualization, and digital art. It is also a subject of study in mathematics, where it is used to explore the nature of complex systems and phenomena. Fractalization has been used in various fields, such as ecology, physics, and economics, to model and simulate complex systems.
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