So get this, there is thing in Calculus called imaginary numbers. They are real numbers, just multiplied by i. Haha. Anywho, they represent numbers that when a negative is multiplied by a negative, is still a negative. In a way, they are a way to calculate patterns in infinity, and they account for space where that space shouldnt exist except that, well, it does. For instance, if you place repeating real numbers and imaginary numbers in a formula designed to keep numbers set by their own limits, and plot them on a graph, then you can calculate to infinity without ever reaching a straight line. You get all kinds of neat shapes: circles, helix, ovals...and all of them connect and intertwine. The real catcher, though, is that these patterns are made in such a way that you could look at a circle making rotations into infinity like one of those vortexes that look like they go on forever and never ever get to the end. The outside of the circle would look the same, but it actually represents constantly changing numbers, and the inside space stays the same. How much is that like our God?...where the identity to be recognized is formed through the space we see in the middle, but the outside is infinite? I think that is pretty cool.
Posted on: Sun, 09 Mar 2014 01:51:12 +0000