A mathematician has developed a new way to uncover simple patterns that might underlie ... is based on new branch of mathematics called fractal geometry. The method could help scientists better ...

Unlike traditional geometric shapes, fractals can have infinite detail, appearing the same at any scale. This means that ...

This image shows the fractal pattern that results when the waves associated with electrons start to interfere with each other. A fractal is a geometric entity whose basic patterns are repeated at ever ...

Mandelbrot is credited with coining the phrase “fractal geometry” as a description of irregular and infinitely repeating mathematical patterns that can be found in many different phenomena.

In a world made small and accessible by technology, it is easy to forget the magnitude of nature’s infinite complexity. But sometimes technology reminds us, such as when trawling planet Earth on ...

Fractals are intricate geometric structures created when patterns (or pieced of patterns) are altered and duplicated at ever-diminishing scales. Even simple shapes can quickly grow complicated ...

Is your printed version more detailed or less? Fractals are geometric figures with patterns that repeat at several levels of magnification. Can you find smaller and bigger versions of a pattern in ...

Fractals, or repeating patterns, can be found in the tiniest ... author of the book ‘The Fractal Geometry of Nature.’” “He was one of the first mathematicians to say, ‘No, nature isn ...

A group of graduate students have spotted similar fractal geometries in the ponds that form at low tide on a tidal flat in Maine. Geometric patterns are considered fractal when they repeat or look ...

Please contact us in case of abuse. In case of abuse, Fractal geometry is a fascinating and relatively new area of mathematics. Some of the simplest examples of fractal sets are: Cantor set.