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Use this tag for general questions about logic that are not categorizable under some more specific tag, like "mathematical logic", "informal logic", "classical logic", etc.
2
votes
"This sentence is true". Is there a word for this class of statement?
I'm not sure that that particular kind of sentence has a name. This could just be for historical reasons - it's not obvious that there is anything philosophically interesting to say about these kinds …
1
vote
How to find redundant premises?
What you're picking up on is the monotonicity of sentential logic. A logic is monotonic just in case if A |- C, then A, B |- C, for any B (pardon the formatting). …
2
votes
Accepted
Is the Completeness of a logical system considered an integral part any 'good' logical system?
By their lights, what logic is for is formalizing arguments (at first-order). … These philosophers won't regard second-order logic as having 'failed', even though it's semantically incomplete, because it does precisely what they want it to: precisely characterize structures. …
2
votes
Prove A ∨ D from A ∨ (B ∧ C) and (¬ B ∨ ¬ C) ∨ D ( LPL Q6.26) without using --> or material ...
The proof is going to be a big v-elim on A v (B ^ C). You could just have easily done the v-elim on (~B v ~C) v D, however. I've tried to make the notation match what's in the textbook, though I admit …
3
votes
Shouldn't statements be considered equivalent based on their meaning rather than truth tables?
I think what you're picking up on is the Fregean distinction between sense and reference. The referent of a term t is the object that t picks out 'in the world', whereas the sense of t is, roughly, so …