Originally Posted By: Bill S.
Originally Posted By: Kirby
If it is dimensional (infinitely small/ large) it does exist.


What are the dimensions of the infinitely small?


For starters, like my paycheck... Naw, that’s not a good analogy (since it’s zero).

The geometric dimensions are infinitely small. It’s interesting to note that; even in this universe, Planck’s limits can’t “save me”. IMO, theoretically, an infinitely small object would be the sole occupant of a Planck volume and would not tolerate another infinitely small object in the immediate proximity.

Perhaps time is a good analogy. There's no problem envisioning time or the present to be infinitely small but it progresses none-the-less. This probably wouldn't hold true if it wasn't for the discrete operational nature of the cosmos.