Dear Everyone,
Just thought I would drop by and write a few lines. I was considering the relation ship between the conscepts Zero, and Infinity.
Now as it was stated earlier, if one uses the infinite divisibility view of mass and space then there would be an infinite number of increments between any two points in the universe. Also I might add that an infinite number of increments is equal to an infinite number of increments.
This would mean that there is the same number of increments between all points in space regardless of how close or how far they are from each other. So the question that I pose is 'what evidence is there to sugest that all mass regardless of quantity is equal in number of points or units of mass.
I find that the special theory of relativity suggests that as mass aproaches the velocity of light that the energy mass increases to infinity. Also I theorize that as all parallel lines aproach infinity they merge into a single line.
Now one might state that it is impossible to reach an infinite distance however I believe that math suggests otherwise. I pose this hypothesis that as long as an object is in a constant state of acceleration that the object will reach infinity in a finite period of time. Now if we if allow for a partical to accelerate on a straight trajectory exponentially over a period of two seconds so that for each 1/2 of the quantity two seconds the object accelerates to the square of its previous speed from the previous half time the object will reach an infinite acceleration in two seconds.
This is because there is an infinite number of instants in two seconds and there is an infinite number of ones in infinity. Now the angle between two parallel lines diminishes as the two lines span to infinity.
Now a rotating radii(radius of a circle) rotating at a constant velocity translates into infinite linear acceleration. If you allow a circle's radius to intersect two parallel lines at every ninety degree rotation the radius will cross the bottom of the two parallel lines showing that the intersecting radius has spanned to the infinitely long parallel lines,or to their ends.
So for each revolution of constant rotating mass the radius reaches an infinite linear acceleration equavilant 4 times. This is one example of an object that has constant acceleration and reaches an infinite acceleration equivalant in a finite period of time, which, in this case is determined by the amount of time it takes for the radius to reach ninety degrees of rotation.
What does everyone think?
inquisitively,
Edwin G Schasteen
[email protected]