See how fast you can solve the puzzle
FrangoStudios is pleased to announce the release of FrangoPuzzle into the app store.
Imagine a truly fractal jigsaw: if just one tile is incorrectly orientated then there are changes in the all the tiles all the way down to pixels!
Tap one of the tiles to rotate it or swipe the tile to flip it. Once every one of the nine tiles is orientated correctly the image will be correct.
FrangoStudios website for more information or download FrangoPuzzle today. It’s free and runs on iPads and iPhones.
We are pleased to announce our new website for the Golden b puzzles.
Insights section of the new website gives you information about the deep links between the Golden b and mathematics.
Puzzle Shop is where you can purchase your own Golden b puzzles.
Explore the fractal manifold for the Sierpinski triangle
If running in this window is slow then
download the applet.
For the mathematics behind this read the papers
and Fast Basins and Branched Fractal Manifolds of Attractors of Iterated Function Systems Basic Topological Structure of Fast Basins.
Geogebra applet brought to you by
We are excited to announce the launch of Golden Bee Puzzles™.
These puzzles explore deep mathematical ideas while being fun for people of all ages.
The puzzles consist of a number of tiles in the shape of a Golden Bee. All the tiles are the same shape, but they come in two sizes.
The challenge is to fit them together to make a larger bee shape.
See more at the goldenbpuzzles.com website.
An ANU mathematician has developed a new way to uncover simple patterns that might underlie apparently complex systems, such as clouds, cracks in materials or the movement of the stockmarket.
The method, named fractal Fourier analysis, is based on new branch of mathematics called fractal geometry.
Continue reading Fractal Fourier Analysis
This website promotes recent research concerning the mathematics of natural imagery, art, and biology. The goal is to combine ideas from chaotic dynamics, iterated function systems and image science to provide a new geometry of form and colour. Topics include colour stealing, fractal transformations, orbital pictures, the chaos game, superfractals, laminations, textures, area-preserving maps and more. Have fun!