fractals

In vitrain bands the density and fractal dimension of fractures related to the thickness and lithotyp...

The microscale waveness is incorrelate with roughness in certain range but has a direct relationship with the profile fractal dimension distribution of machined surface.

In fractal theory viewpoint, any subtil change in start can lead great difference in the end, it is called ‘butterfly effect’.

The fractal pattern repeated itself at various scales.

Fractal geometry is used to describe irregular shapes found in nature.

She was fascinated by the intricate beauty of fractal art.

The coastline displayed a fractal-like self-similar structure.

Fractal patterns can be seen in snowflakes and tree branches.

The artist used a computer program to generate fractal images.

Mathematicians study the mathematical properties of fractals.

The Mandelbrot set is a famous example of a fractal in mathematics.

Fractal patterns can be found in cloud formations and lightning bolts.

The artist used fractal geometry as inspiration for her latest sculpture.

In mathematics, this is because of a concept known as fractals.

But there is a similar concept that can be found in mathematics called fractals.

Fractal geometry is currently applied in many fields.

That's all. I've just been thinking about it. Now, I'm thinking about fractal equations.

The term fractal was coined by Benoit Mandelbrot who was working at computer giant IBM in 1980.

This would become known as the Mandelbrot set — an infinite geometrical visualisation of a fractal.

When we could not grasp being mere fractals in one collective being.

So Tom wore what's known as a fractal suit.

Fractals are used in, like, everything from predicting natural disasters to metallurgy.

Some believe that, due to their highly complex and mysterious nature, the greatest use of fractals is yet to be discovered.