Fractal

Buckminster Fuller’s visionary, big ideas

Buckminster R. Fuller, born on July 12, 1895, in Milton, Massachusetts, was a renowned polymath,…

Benoît Mandelbrot: ad infinitum

Why is geometry often described as “”cold” and “”dry?” One reason lies in its inability…

The fractal-hyperbolic geometry of networks

Network geometry helps us better understand complex systems at all sizes of organizations, as well…

Complex thoughts are enabled by fractal networks

Fractals are forms that seem similar at different sizes in the area of geometry. Shapes…

Hunting Bach’s fractals

Fractals are infinitely complex patterns that are self-similar across different scales. They are created by…

Fractal patterns preferred by children under three years

Natural surroundings have fractal patterns that recur at various size scales, and they are also…

The fractal brain, from a single neuron’s perspective

Physicists at Washington University in St. Louis researching the brain have demonstrated that monitoring signals…

Fractal cube structures show promise for dissipating shockwave energy

Shockwaves are dissipated five times better by 3D printed fractal structures with closely spaced gaps…