My friends all use my middle name, Aaron to address me.
So . . . I hope that you all will, too.
I wanted to start out with a bang (tho' not a Big One) and a pet peeve of mind. I have a theory that I will post in the appropriate Thread for all to pick over. There is logic galore in it but may lack elegance and sightings. But there should be plenty to consider in any case. Look for TINY BITS.
----- NO ZERO IN THE REAL WORLD -----
And I mean by this that there is no justification for a zero mass particle.
Here is my argument. Conservation! + (E = mc^2).
If you hold both of these to be true, that's enough to prove it.
You can never subtract in the real world and end up with Zero.
You end up only changing the relative locations of the objects you are "removing" to some other place.
Eating an object does not even eliminate it; it just brakes down into its component parts or atoms.
And finally you cannot divide something until the parts equal zero as long as you save all the parts and gather them all together again. You should always end up with exactly what you started with.
So, if you have even the slightest detectable energy, you have the very slightest mass equivalent in that energy. Anything that is detectable. Ever.
Practically Zero? Yeah. Functionally (relatively) Zero? Sure. But impossibly really Zero.
So, where is the problem with this whole division by zero nonsense coming from? It can never exist in the real world. A particle model works just as well as a string model, then, if you assign a Plank minimum unit to your model, as in String/M theory.
This is a part of my theory--a Big part or it, so, argue me out of it right now, if you can, before I get started, and save me the embarrassment. Please! Or better yet, tell me, by golly, Aaron's onto something here.
That's weird. Referring to myself in the third person.
I promise never to do that again.
Good luck, Aaron
Shoot, I did it again. Ha.


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