Definitions from the Web
Fractal Geometry
Definition: Fractal geometry is a branch of mathematics that deals with complex geometric patterns. It focuses on the repetitive structures found in natural and mathematical systems, which exhibit self-similarity at various scales.
Examples
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Sense: Mathematical Concept
Usage: Fractal geometry is often used to describe intricate patterns found in nature, such as the branching of trees or the shape of snowflakes.
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Sense: Artistic Representation
Usage: The artist incorporated fractal geometry into the painting, creating a mesmerizing piece that seemed to reveal more intricate details upon closer observation.
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Sense: Computer Graphics
Usage: Fractal geometry algorithms are commonly employed in computer graphics to render realistic landscapes, generate natural textures, and create visually captivating visual effects.
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Sense: Science and Engineering
Usage: Fractal geometry finds applications in various scientific and engineering fields, including the study of turbulence in fluid dynamics and the design of efficient antennas.
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