- Nothing does not exist (this is self-evidently true, as it is really a double negative that means “something exists”). Nothing is a lacking of all something.
- Potential either exists or does not exist; it’s existence is an ontologically positive thing; meaning potential, when it exists, is something.
- When potential does not exist, it is said that “there is no potential”; typically meaning “there is no potential for this or that to be done”.
- Because, if potential exists, it is a something, and nothing cannot contain or have somethings, since nothing lacks all somethings, then nothing cannot have potential, or any real potential. (It (nothing) can “have” a non-existent potential, which is the same thing as saying it can have no potential, because wherever potential of a certain kind does not exist, there is said to be ‘no potential’ of that kind there.)
There is a problem with what I said above, because…
I. All somethings (existent things) either exist as pure actuality, or as a composite of actuality and potentiality, or as potentiality. [Premise 1]
II. Potentialities exist, they are ontologically positive, they are somethings and not nothing. [Premise 2]
III. There is no such thing as a potentiality which is impossible to be realized or made into an actuality (in such a situation, it is said there is ‘no potential’; if it is somehow entirely impossible for my cup of coffee to become as hot as the sun, then there is really no potential for my cup of coffee to become as hot as the sun). [Premise 3]
IV. All somethings (including potentialities) either (A.) have a beginning or (B.) do not have a beginning. [Logically necessary assumption]
V. If something does not have a beginning, it either has an infinite regress of temporal duration, or is timeless/changeless. [Logically necessary assumption]
VI. A potentiality with infinite regress of temporal duration is an impossibility (after an unending amount of temporal duration, it will never become an actuality, meaning it is impossible for it to become an actuality, which, from III. means it is really just no potential). [This also excludes a circularly infinite chain of potentials and actualities, since it would take take an infinite (unending) amount of events in the chain for any 1 event to actually occur, which is to say that any 1 event in that chain can never occur]
VII. A timeless/changeless potentiality is also an impossibility, as a potentiality without the ‘possibility’ of changing and becoming an actuality, or changing and becoming nothing (no longer being a potentiality because it has become an actuality), is really just no potentiality (from III.)
VIII. Thus, (from the refutation of B. using V., VI., and VII.) all potentials have a beginning.
IX. If all potentials have a beginning, then the first potential (or the multitudes of first potentials) had a beginning.
X. The first potential (or the multitudes of first potentials) had no potential to have a beginning, meaning it was impossible (not potentially possible) for potentials (or, the first potential) to begin.
[CONTRADICTION] XI. But all potentials began.
Limited amount of resolutions of the contradiction:
Resolution A. Either Premise 1 is false and all somethings or existent things are not actualities, mixtures of actuality and potentiality, or potentials.
or
Resolution B. Premise 2 is false and potentialities do not exist, they are not ontologically positive, they are mere descriptions…but saying this would mean we cannot say “the potential exists for this to do this”.
or
Resolution C. Premise 3 is false and potentials can be real or existent even if they will really never be fulfilled or are impossible to be fulfilled. (Maybe, when the statement is absolutely true that “this will never happen”, this statement is not the same thing as the true statement that “this is impossible”…although to my thinking these statements are equivalent).
or
Resolution D. My “Logically necessary assumptions” are not actually logically necessary assumptions.
or
Resolution E. My argument is not logically valid.
If Resolutions A or B are the proper resolutions to this contradiction, meaning Premise 1 or 2 is false; then parts 2 or 3 of the argument I made in another poster (quoted above) are false or not necessarily true, and so the conclusion of the quoted argument above (part 4) is false or not necessarily true.
This is confusing.

If you finish reading this, and understand it, I congratulate you as I probably made this an incredibly convoluted or hard-to-follow argument, if so then mea culpa.