Graphic PIZiadas

Graphic PIZiadas

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Trip inside a fractal

mandelbrot set

A journey into one of the most studied and known fractal called the Mandelbrot set in honor of Benoit Mandelbrot, father of fractal geometry. The video has been made for projection in a planetarium, rendering each frame individually. 7 meses de trabajo para un zoom que nos sumerge en… (leer más)

Apophysis: Software para crear Imagen fractales

fractal

Los fractales sound comunmente conocidos in the belleza de sus representaciones, aunque lejos mass is surprisingly encuentran los hacen una de su compleja interpretación Mathematica implícita. Benoît Mandelbrot, un genio visionario surprisingly intuyó el concepto of fractal dimension, aportando Imagen de una Nueva Vision de estas en application de la investigación multipurpose CAMPOS científica. The… (leer más)

In memoriam: Benoît Mandelbrot: TED : Spanish versions

A few hours ago I heard of the death of the father of the “Fractal geometry”, Benoît Mandelbrot, un genio visionario surprisingly intuyó el concepto of fractal dimension. I still remember ago 20 años cuando las noches se conectaban con la mañana programando mis primeros fractales, la transformación en el plano complejo era un simple juego matemático… (leer más)

Perlin Noise: Pseudorandom functions for terrain generation

The creation of virtual environments requires the modeling of large amounts of training data for different scenarios recreate surfaces. The fractal nature of our world allows the use of various mathematical functions for the automation of these tasks. Trees, land, clouds, fire etc.. are built with different techniques many of them based… (leer más)

How to generate a Recursive Fractal.

Fractals have been commonly known by its appearance or artistic expression. Benoît Mandelbrot defended its importance now begins to glimpse. Escher drew them from his imagination, without knowing complex equations representing.

(Imagen M.C. Escher's "Gravity")

The use of fractals in diversss disciplines, as generators of complex systems models, are an area of ​​research ever more present.

An approach to fractal geometry can be easily performed by the Koch curve.