I am very interested in singularities, and much more information on
them can be found here
than I will ever be able to display on this page withing anything
short of five to six years. Here's an image of a scalar field of
a black hole, with the scalar field as the verticle axis, a function of
time as the left axis, the distance from the singularity as the right axis,
and the smoothness of space-time as the colored dimension, with blue being
flat space-time and black being it's opposite.
One of the largest misconceptions is that black holes have infinite
mass. The only way this could be true would be if singularities could
exist within other singularities. The scenario is very unlikey, however
it is possible. My personal belief is that black holes do
not have infinite mass, just a seemingly infinite gravitational
attraction near the horizon. Seemingly as in: we can't measure
anything that strong, so we say it's infinity. My biggest
arguments that black holes have a finite mass and therefore gravitational
attractive force are:
One of the best mathematics web sites I have found is Wolfram's
Mathematica page.
For those of you in higher mathematics, you might be interested in
how to take a variable to some complex power, ie, xa+bi.
Well, if you are, the solution is.
I also have this very cool animated gif of the moon phases!!!
By the way, you MUST see the animated Mandelbrot image.
This page and contents property of Brian Voils, copyright June 1997.