Born in Warsaw, Poland, in 1924, the improbably named Benoît B Mandelbröt – the ”B” stands for a non-existent middle name – would be so important to the story of fractal geometry that he pretty ...

The complex geometry of plant structures drives both scientific investigation and artistic inspiration. It also may provide ...

What do spiders’ webs, snowflakes and snail shells have in common? They all contain fractals: Nature’s exquisite, endlessly ...

ABSTRACT: Let μ M,D be a self-affine measure associated with an expanding integer matrix M=[ p 1 ,0,0; p 4 , p 2 ,0; p 5 ,0, p 3 ] and the digit set D={ 0, e 1 , e 2 , e 3 } in the space R 3 , where p ...

Akbar Mohammed, Head of Innovation, Strategic Center at Fractal discussed with AIM how engineers are adapting to this shift ... Instead, AI adds a new dimension to engineering, akin to how calculators ...

you derive the fractals. This idea of visualisation from Mandelbrot, who would have turned 100 this month, led mathematicians to accept the role of pictures in experimental mathematics.

At the beginning of my third year at university studying mathematics, I spotted an announcement. A visiting professor from Canada would be giving a mini-course of ten lectures on a subject called ...

I took this idea and went down an internet spiral that changed my perspective on life forever. In mathematics, there are these things called fractals. According to Wikipedia, a fractal is “a geometric ...

Despite bitcoin's recent surge, one analysis shows the price might rise as high as $200,000. A gauge based on 260-day fractal patterns is not even close to the levels seen at previous bull market ...

It is a signal based on the quantification of the dimensionalities of fractals, which are patterns that appear at various scales and are often observed in nature and mathematics. In financial ...

Department of Mathematics & Statistics, University of Wisconsin-La Crosse, 1725 State Street, La Crosse, WI 54601, USA (e-mail: [email protected]) ...