1.
COMPARING THE WEAIRE-PHELAN EQUAL-VOLUME FOAM TO KELVIN’S FOAM 1 ...
File Format: PDF/Adobe Acrobat - View as HTML details, including a proof of existence for the Kelvin foam, are forthcoming in ..... We conjecture that the Kelvin foam is the Choe cell for the bcc torus, ...
2.
EggMath: Embryo Calculus
If you see this message, your browser doesn't support Java, or Java isn't enabled. If it worked, you'd see something like this: [Image of exponential applet ...
3.
Spherical Geometry
This applet demonstrates certain features of spherical geometry, in particular, the parallel transport of tangent vectors. ...
4.
OPEN PROBLEMS IN SOAP BUBBLE GEOMETRY The Burlington Mathfest in ...
File Format: PDF/Adobe Acrobat - View as HTML Kelvin’s problem asks for the optimal partition of space into equal-volume cells. The solution is expected to have the geometry of a foam, ...
5.
part of Clasp applet, copyright 2003 John M Sullivan */ import ...
PI/2)); double h, delta, mu, lambda; Path tip,tseg,gehr,sseg,shldr,end; CVect curv; .... make circles in xz plane; use color brighter than c CVect cir = v; ...
6.
Practice Final Exam
File Format: PDF/Adobe Acrobat - View as HTML Practice Final Exam. This practice test is meant to help you review and to convey the general format of the final exam. It does not include every possible ...
7.
Foam Evolution: Experiments and Simulations
File Format: PDF/Adobe Acrobat - View as HTML Foam Evolution: Experiments and Simulations. H. Aref, J.M. Sullivan, S.T. Thoroddsen. Theoretical and Applied Mechanics, and Mathematics ...
8.
New IMU Logo based on the tight Borromean rings
The International Mathematical Union (IMU) has adopted the new logo above, as announced on 22 August 2006 at the opening ceremony of the International ...
9.
Double Bubble Details
The right-hand image shows the standard double bubble with these same volumes. ... are hemispheres of radius 1, so the pressure in the central bubble is 2. ...
10.
A History of Sphere Eversions
To evert a sphere is to turn it inside-out by means of a continuous deformation, which allows the surface to pass through itself, but forbids puncturing, ...
