@carnaticmystery,
carnaticmystery wrote:
Quote:And the paradox can be resolved if we understand the scope and the axiom used here.
no paradox can actually be resolved, or it isn't a true paradox.
Don't really know what you mean by a "true paradox". Real paradox? Well, in any event, a paradox is an statement that is contradictory and yet
seemingly true. Once again, you have an idiosyncratic understanding of words, and paradox is one of them.
And there are many paradoxes that have been resolved. Russell's and Zeno's paradox have been resolved, at least in mathematical terms. We still call them paradoxes, but they also have a resolution. So this kind of stuff happens more often than you think.
carnaticmystery wrote:
Quote:Nothing is.. nothing. And there's the claim that you should be claiming, but you're not.
if you want me to claim that, i can. i disagree that i 'should' be claiming that. i am claiming that all ideas of nothingness/reality/existence/is/is not are conceptual claims coming from a consciousness which is primarily always unsure of its own existence, and only secondarily is able to conceptualise.
I'm more interested in you hypothetico-deductive argument for arriving at the contradictory conclusion "whatever is...is not", and not so interested in your ideas. The ideas are secondary, but we can talk about those too if you'd like.
And nothingness, reality, existence, is, is not are not conceptual claims, but concepts. You can make conceptual claims about them, but they themselves are not conceptual claims. Conceptual claims are usually in the form of statements and arguments.
carnaticmystery wrote:
Quote:In any event, it doesn't lead to the problems that you think it leads to. So, nice try.
ok? did i say there was any problem? all i am saying is nothing is absolutely true, including "what is is". its not a problem.
"Nothing" cannot be absolutely true, or even true. It's not a statement. "Nothing exists" can be absolutely true, and, if you think about it, also true. But this is different from saying the noun "Nothing" is true. The former can be problematic, while the latter is not a wff (well formed formula).
carnaticmystery wrote:
Quote:What you should be doing:
Ax(x=n), where x is the set that contains n, which is trivial.
What you're trying to do:
Ax(x=n), where x is the set that contains all things, which is nonsense.
i am not trying to do anything, i am not trying to prove that "what is isn't". i am just explaining the questionable nature of "what is is".
Perfectly understandable, except you were trying to prove that "whatever is... is nothing" based upon the hypothesis that nothing has a referent in actual existence. Within the confines of your supposition, you did indeed attempt to prove that "whatever is... is not". Hell, you even said "therefore" to arrive at your conclusion. That's a clear indicator that you we're trying to prove something. Unless, as it seems to be with every word you use, you're using "therefore" in an idiosyncratic manner.