About brachistocrona
Enviado por Francisco Javie... el
A classical problem proposed by Galileo.
Users
Painting with Primes
Enviado por Christian Gaier el
Using primes, I constructed some polygonal lines of interesting shapes. The inclination angle of each section of the polygonal line follows a simple function including primes. Starting with prime 3, I took one thousand primes to create polygonal lines with one thousand sections. By variation of one parameter, different polygonal lines can be generated each with different patterns of very specific characteristics.
Lines are combined with special functions to generate colorful surroundings.
Digital rings. Jorge-Mendoza
Enviado por Jorge Enrique M... el
This pic are the result of the sum of the digits of the numbers. Using a definition inusual I can get this pic in polar coordinates.
Soap films and minimal surfaces
Enviado por Juan Bragado Ro... el
Experiments on minimal surfaces in two and three dimensions
Entdeckerbox Gallery
Enviado por Konrad Renner el
Entdeckerbox Gallery
3D fractal trip - Far away...
Enviado por Jeremie Brunet el
Pseudo-kleinian fractal animation made with Mandelbulb3D. Thanks to Jesse for the awesome program and Kali and Dark-beam for the formulas ideas and scripts.
Landing page: Gallery Spanish
Enviado por Konrad Renner el
spanish gallery
Turtle Geometry No 2
Enviado por Christian Gaier el
Turtle geometry is applied to create different kinds of beautiful symmetric objects looking like stars or snowflakes. The change of inclination angles of lines follows some prescribed rules. Lines are combined with special functions to generate colorful surroundings.
Puzzle
Enviado por Brunda Alagarsamy el
Identification of Loops in SUZHI Kolam Pattern.Procedure for Identification loops given. This activity increases ones concentration power.
Hilorama del politopo E8
Enviado por José L. Rodríguez el
Fue Peter McMullen quien hacia 1960 dibujó a mano esta maravillosa representación del politopo de Gosset 4_21 (descrito en 1900). Se le nombra a menudo también como politopo E8 por tener como vértices el sistema de raíces del grupo de Lie excepcional E8. Más recientemente, John Stembridge dio la primera imagen por ordenador, de donde nos hemos inspirado para reproducirlo aquí con hilos de colores.