What is and isn’t Absurd?
As there have been some rather dubious claims made recently:
If we have A that is and isn’t alongside B that is and isn’t then are either A or B true or false?
A is absurd and B is absurd. They don’t follow the basic rules of logical discourse.
It is perverse to claim either as possessing a truth value (‘true’ or ‘false’). Such is one trick of the mystic.
Note: Any proposed ontological and epistemic value of A or B is redundant due to the absurdity of contradictory claims to being.
If we have A that is and isn’t alongside B that is and isn’t then are either A or B true or false?
A is absurd and B is absurd. They don’t follow the basic rules of logical discourse.
It is perverse to claim either as possessing a truth value (‘true’ or ‘false’). Such is one trick of the mystic.
Note: Any proposed ontological and epistemic value of A or B is redundant due to the absurdity of contradictory claims to being.
Comments (13)
this is incoherent, what does this even mean? you need to be more concise in your language, you have a very noticeable problem with clarity. you’re sounding like a muggle.
I’m sure you’ll disagree, but I hope you don’t?
A is A, is, A is not A.
B is B, is, B is not B.
The trick of the mystic playing with logic is to run two absurdities parallel to make them appear like legit axioms that can be taken seriously.
Can you give an example of a parallel to your A,B,B,A example from this forums recent dubious claims?
Lets just speak plainly about your issue.
I love plain speech. But it is blood in the water for the language Nazis.
Much like saying “the yellow banana is blue”. The difference in pure logic being that we’re not attaching our ideas directly to concrete objects. I am saying the phrase, regardless of what is it, is useless if people say it is contrary. The phrase above (banana) has semantic weight, but when we say “p” or “q” we’re not addressing the meaning directly, and if we’re saying some given phrase is and isn’t we’re not saying anything applicable to truth values. If there is no truth value there is no ontological or epistemic distinction.
I was asking about whether a person opposed this or not. They didn’t answer. The point was to see how far off track they are and whether or not they are worth engaging with - if they oppose what I’ve said then I’d like to see how they can (they cannot and no one can as far as any sane person can tell).
I can then say p OR not p, but the point is hidden within the statement it says something is and isn’t. Regarding only the p as important is ignoring what is within (the issue of inference).
If you can set up a proposition that refuse analysis, it means that your logic is wrong. The purpose of logic (the reason it was created) is to rule out all propositions that refuse analysis