Mandelbrot Set: Exploring Fractal Patterns
0:15
YouTubeDaniel Zautner
Mandelbrot Set: Exploring Fractal Patterns
1. We start with a mathematical concept called the Mandelbrot Set, which consists of points on a 2D plane (like a piece of graph paper). Each point has an x-coordinate (horizontal position) and a y-coordinate (vertical position). 2. For each point on this plane, we perform a series of calculations using a simple formula. The formula involves ...
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Geometry in Nature on Instagram: "The Mandelbrot Set, discovered in 1980 by mathematician Benoit B. Mandelbrot, is a captivating fractal. Known for its intricate, self-replicating patterns, it has a special place in mathematics and the exploration of natural geometry, earning it the moniker “The Thumbprint of God.” In the realm of natural geometry, the Mandelbrot Set unveils connections between mathematics and the patterns found in nature. Fractals, akin to the Mandelbrot Set, manifest in variou
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El conjunto de Mandelbrot – Fractales – Mathigon
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- El conjunto de Mandelbrot - Fuente: Mathigon @mathigon_org (actividad en la página). Se crea usando la simple ecuación recursiva x(n) = x(n–1)2 c, pero es infinitamente complejo y contiene nuevos patrones a cada nivel de zoom. Aprende más sobre este fractal en matemáticas. apto/mandelbrot | Instituto de Matemáticas de la UNAM
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- El conjunto de Mandelbrot - Fuente: Mathigon @mathigon_org (actividad en la página). Se crea usando la simple ecuación recursiva x(n) = x(n–1)2 c, pero es infinitamente complejo y contiene nuevos patrones a cada nivel de zoom. Aprende más sobre este fractal en matemáticas. apto/mandelbrot | Instituto de Matemáticas de la UNAM
FacebookInstituto de Matemáticas de la
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