Welcome the only website on the net that puts a different 3-d curve equation up on a pedestal each month and looks up its skirt. Bookmark this site and come back next month for an exciting new 3D curve equation. You can start the graph spinning by dragging on it with your mouse and releasing. If you have 3D glasses, you can use those, too.

You can see this and a lot more 3D equation graphs on my 3D Graph Applet!

Get a java enabled browser, would you?	The 3D curve equation for December, 1997, is y = x^4 - z^4 Gently drag and release to start the model spinning. detail : super low low medium high very high eXtremely high Note that too much detail can be a drag, if you are trying to spin or use 3D glasses. 3D specs : no 3D glasses red lens right red lens left red right (Mac) red left (Mac)

This month's equation, y = x^4 - z^4, strongly resembles the equation y = x^2 - z^2. They are both from the hyperbolic paraboloid family, commonly referred to as 'saddles'. This equation differs from its '^2' cousin in that it is flatter on the 'seat' part, and suddenly begins to climb very steeply. This is a reflection of n^4's property of being very close to 0 when less than 1, and very, very large when greater than one.

If you have a special favorite 3-d curve equation that doesn't already appear on my 3D Graph Applet, you can audition it for 3D Curve Equation of the Month by e-mailing it to me. Please have at least one axis free from multiple solutions. A graph is not necessary.

Updated December 2, 1997