<--- Back to Details
First PageDocument Content
Hyperbolic geometry / Elementary geometry / Discrete geometry / Sphere packing / Apollonian gasket / Apollonian sphere packing / N-sphere / Sphere / 3-sphere / Geometry / Spheres / Fractals
Date: 2000-10-25 08:58:48
Hyperbolic geometry
Elementary geometry
Discrete geometry
Sphere packing
Apollonian gasket
Apollonian sphere packing
N-sphere
Sphere
3-sphere
Geometry
Spheres
Fractals

Add to Reading List

Source URL: graphics.ethz.ch

Download Document from Source Website

File Size: 664,71 KB

Share Document on Facebook

Similar Documents

Circles / Elementary geometry / Hyperbolic geometry / Euclidean plane geometry / Apollonian gasket / Fractals / Curvature / Apollonian circles / Tangent circles / Sphere / Quadratic form / Farey sequence

The Farey structure of the Gaussian integers KATHERINE E. STANGE Arrange three circles so that every pair is mutually tangent. Is it possible to add another,

DocID: 1p8eQ - View Document

Archimedean circle / Apollonian gasket / Geometry / Circles / Radius

665 circles in a circle[removed]

DocID: S0pw - View Document

Archimedean circle / Apollonian gasket / Geometry / Circles / Radius

454 circles in a circle[removed]

DocID: NWII - View Document

Apollonian gasket / Fractals / Hyperbolic geometry / Euclidean plane geometry / Circle packing / Tangent circles / Curvature / Sphere / Apollonian circles / Geometry / Circles / Elementary geometry

Apollonian Circles with Integer Curvatures Steven Finch January 3, 2014

DocID: 6rBS - View Document

Differential geometry / Lie groups / Circles / Circle packing / Hyperbolic geometry / Inversive geometry / Conformal map / Apollonian gasket / Kleinian group / Geometry / Mathematics / Riemann surfaces

Circle Packing: A Mathematical Tale Kenneth Stephenson

DocID: 1YCQ - View Document