Speaking roughly, truth-theoretical semantics has realism built in to it from the ground up, while proof-theoretical semantics has meaning as use buil...
Yeah, I baulked at that too. From what I understand, if we allow TONK as a rule then any statement is provable. If we define logical consequence in te...
Neat topic. Better to stop at Anscombe. Notice how many of the threads here are about self, but take the first or second definition as granted? All th...
Americans are being shafted. https://i.ibb.co/VNxZbrq/image.png OECD Doc Trouble is the only narrative being used to explain this to them is the muddl...
I think "bullshit" provides a better tool for analysis here than "post truth". Bullshit is what folk say in order to get what they want, regardless of...
Of course. Nice. Cool. So we have {p, q, r} with r designated as the conclusion, and that's an argument, and then in addition if it is a valid argumen...
Well expressed; and my hunch is that we cannot provide any such clear cut distinction. So we might stipulate that formal languages are those with recu...
Better after the edit. Tones made the response I would have - what is "coherent"? The argument is coherent, in so far as it is consistent with proposi...
Candidly, there can't be any sensible doubt that the argument in the OP is valid for formal propositional logic. So in order for those who claim it is...
Then you haven't looked. You are begging for a fight here, seeing hostility where there is none. In that you are playing into the stereotype you suppo...
Thank you. So I find myself back at some foundational questions. Is there always one and only one answer to the question of an argument's being valid?...
There's a bit of all-or-nothing slight of hand going on in the idea that you either value the zygote or you don't, and the implied conclusion that if ...
Yep. Am I right in understanding that the definition you gave of formal languages is strictly syntactic? It is formal iff it follows some rule for bei...
Cheers. I've been thinking and reading for three years. Still reading and thinking. With difficulty... "For anything, there is something..." and beyon...
A working hypothesis: anything that can be said, can be said in a natural language. But not anything that can be said, can be said in a formal languag...
From what I've understood, Kripke also avoids being strictly paraconsistent becasue he does not use a third truth value, but just does not assign a tr...
Yep - well beyond my level, but I wish it wasn't. So rounding back to your chat with , I'm reticent to place any firm boundary between formal and natu...
Yes, and I rather like that. But as I understand it, Kripke's theory of truth involves one language, avoiding separating a meta language from an objec...
I'm not so sure of this, since Kripke's theory of truth contains it's own truth predicate, and there is considerable work around its relation to arith...
, Isn't formal language a part of natural language? And Mathematics, also? We understand each by what we do with it. Or rather, to understand a langua...
Yep, nice. But is "There is life" then the negation of "There is death"? If we pars "There is life" as "there is something that is alive" then it's ne...
Propositional logic deals in propositions. Your piece has the form of a modus ponens, but doesn't deal in propositions. That makes it interesting in s...
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