<--- Back to Details
First PageDocument Content
Fractals / Dimension / Topology / Curves / Koch snowflake / Sierpinski triangle / Impossible cube / Oscar Reutersvärd / Menger sponge / Impossible objects / Geometry / Optical illusions
Date: 2010-06-09 09:05:00
Fractals
Dimension
Topology
Curves
Koch snowflake
Sierpinski triangle
Impossible cube
Oscar Reutersvärd
Menger sponge
Impossible objects
Geometry
Optical illusions

Microsoft Word - 15013word.doc

Add to Reading List

Source URL: eprints.qut.edu.au

Download Document from Source Website

File Size: 630,50 KB

Share Document on Facebook

Similar Documents

Geometry / Mathematics / Space / Triangles / Triangle geometry / Curves / Topological spaces / Fractal curves / Sierpinski triangle / Iterated function system / Triangle / Affine transformation

Our project involved visualizing the fractals generated from systems of contraction mappings known as an iterated function system (IFS). If we iterate the family of functions starting with an arbitrary set, we get a sequ

DocID: 1rkQV - View Document

Fractal curves / Fractals / Curves / Topological spaces / Topology / Sierpinski triangle / Sierpiski curve / Sierpinski carpet

98 7 Further Space-Filling Curves A close examination of the terminal productions reveals that we can replace these by simpler productions that correspond to only one step:

DocID: 1nbng - View Document

Problem of the Week Problem B Nesting Triangles The Sierpinski triangle is a famous example of a fractal. Starting with a black equilateral triangle, an equilateral triangle void (shown as a white triangle in the second

DocID: 1mD5V - View Document

Mosaic / Building materials / Tiling / Floors / Pavements / Wang tile / Sierpinski triangle / Tile / Tessellation / Geometry / Mathematics / Visual arts

Self-Healing Tile Sets Erik Winfree California Institute of Technology, Pasadena, CA 91125

DocID: 18Qq3 - View Document

Polygons / Fractals / Quadrilaterals / Triangle / Triangle geometry / Sierpinski triangle / Square / Hexagon / Geometry / Geometric shapes / Triangles

The Cantor Set Tanya Khovanova June 6, 2011 Class Discussion The Cantor Set, the Sierpinski triangle, Odd numbers in the Pascal’s triangle. Binary tree movie by Vi Hart.

DocID: 188OJ - View Document