Nothing is whole, in itself. “Wholeness” is a judgment requiring a particular perspective and a contrast that makes some kind of sense. “The whole”, therefore, makes no sense (as used here). There is no wholeness in boundlessness, for the reasons I’ve already given. The only possible contrast is with nothingness, which doesn’t work, as I believe I’ve shown.
Even though my monitor and my keyboard do not have definite boundaries, my monitor is still not my keyboard and my keyboard is not my monitor. The whole—the universe—is my monitor + my keyboard + my mouse etc. etc. There must be an infinity of such indefinite things, because being enclosed by “nothing” is tantamount to not being enclosed by anything.
“Even though my monitor and my keyboard do not have definite boundaries, my monitor is still not my keyboard and my keyboard is not my monitor. The whole—the universe—is my monitor + my keyboard + my mouse etc. etc. There must be an infinity of such indefinite things, because being enclosed by “nothing” is tantamount to not being enclosed by anything.”
So far so good, until you reify what is merely an infinite set and give it a fundamentally misleading name.
Is this infinite set a set? I.e., one set? I.e., a whole set?—You see, one cannot talk about anything without reifying it. And as for my calling it “the whole”: that’s what philosophers have always done:
You really can talk about things without reifying. For instance, you can say “infinite” or “endless” when talking about existence, rather than metaphysically contrasting something with nothing, seeing this imaginary something as some kind of object or pseudo-object, and giving “it” a proper name which just happens to be a name that an uncountable number of people associate with certain concrete characteristics.