Weird Planet
Submitted by Jeremie Brunet on
3D fractal trip made with Mandelbulb3D
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Like in a dream
Submitted by Jeremie Brunet on
3D fractal trip made with Mandelbulb3D
Triangulating Unknown Environments using Robot Swarms
Submitted by Alexander Kröller on
How can a robot swarm explore an unknown area and understand its layout? In this video, a swarm of R-one mobile robots is used for such a task. They are not trying to build an accurate floor plan, which requires expensive sensors. Instead, they sketch the area using a mathematical structure - a triangulation, which captures the essential topological features of the environment. This structure can be used to help other robots navigate through the area, and it can be created by low-cost robots with limited capabilities.
Estrellas de Galicia y Lisboa
Submitted by Stepan Tersian on
I made a Gallery 2, named “Estrellas de Galicia y Lisboa”. It became after Gallery 1, inspired by the exhibition of Imaginary at Santiago de Compostela, Spain. I was motivated by several images with mathematical content and stars which I met during my visit in Santiago de Compostela and Lisbon. They are completed by plots of stellated and truncated polyhedrons and stars made by Mathematica.
TRANSFORMING POLYHEDRA
Submitted by Xavier De Clippeleir on
Slinky, the metal spring toy that walks down stairs has been my key inspiration. When squeezed it forms a cylinder with an ellips as cross section. The endings remain circular, parallel or anti-parallel. The parts are assembled to make flexible structures. They led to the discovery of several transforming polyhedra.
Purposive Sample
Submitted by Anna Ursyn on
I drew inspiration for my Visible Geometry series from drawing exercises I owe to studying geometry. Typically; my creation process runs through several stages. First I draw abstract geometric designs for executing my computer programs. I use the computer on different levels. Some of my computer programs produce two-dimensional images; others are three — depending on my composition’s final dictates. Then I add photographic content using scanners and digital cameras. The programs that produce two-dimensional artwork serve as a point of departure for prints on canvas and paper.
Expressive Math
Submitted by Anna Ursyn on
I drew inspiration for my Visible Geometry series from drawing exercises I owe to studying geometry. Typically; my creation process runs through several stages. First I draw abstract geometric designs for executing my computer programs. I use the computer on different levels. Some of my computer programs produce two-dimensional images; others are three — depending on my composition’s final dictates. Then I add photographic content using scanners and digital cameras. The programs that produce two-dimensional artwork serve as a point of departure for prints on canvas and paper.
Suzhi Kolangal/South Indian Traditional Art
In Tamilnadu, one would find a finest drawn and artistic drawing decorating every house at the front entrance.
These drawings are not just merely a decoration, but it has lot more significance to this practice.
During festival seasons and on any auspicious functions, the drawing is drawn still larger even extending up to the street! A classic example can be noted from these, a woman’s creative at its best, talent to make it an even more attractive.
A kolam is a geometrical drawing composed of curved loops drawn around a grid pattern of dots. It is sometimes called Rangoli and can be very elaborate and colorful.
Kolams originated about 2500 BC in the Indus Valley Civilization and are believed to help bring wealth and prosperity to the home or business.
Kolams are thought to bestow prosperity to homes.
Every morning in Tamil Nadu, millions of women draw kolams on the ground with white rice powder
(Reference Wikipedia)
Cybernetic Planets
Submitted by Christian Gaier on
Cybernetic planets are constructed by combination of spheres with multiple sinusoidal functions of different wave length in x-, y- and z-direction.
Harmonic Art
Submitted by Pablo Groisman on
A graph on the plane is a set of points linked by edges. If two points are linked we call them neighbors. Harmonic graphs are those that have the property that each point is exactly in the center (barycenter) of its neighbors. Harmonic graphs usually look “harmonic”, despite the name has nothing to do with this fact.