You never ever learn. It is the controlling metaphor for this thread.
And, of course, (P11) was never phrased as an inference. Still, why should honesty get in the way of a good begbert2 post, eh?
Liar.
Yes, you roll your eyes and pretend to “infer” the behavior of “I” from a context in which “I” is doubted. In a posture of extreme skepticism, “I accept premise (P11)” cannot be inferred from the contents of my perception that “I” am making an argument.
Not that begbert2 will ever understand this. Your ignorance is a closed system.
Well, since the structure of your argument begs the question this statement is actually correct. As usual, when you actually say something true you roll your eyes like a clown and demonstrate that it was an accident. Comprehension continues to elude you.
Learn to read. It had nothing to do with the definition of “I”. It had everything to do with the insertion of meaning into a “proof” in a manner that is not supported by formal structures.
This is really complicated. Try to follow along:
[ul][li]Formal logics are well-defined rules for symbol interpretation and manipulation.[/li][li]In a formal logic, only those well-defined rules may be validly applied to the manipulation of or interpretation of symbols.[/li][li]Things “entirely unmentioned” in a formal logic are not a part of those well-defined rules.[/ul][/li]There. Maybe even begbert2 can understand that. (Probably not, but miracles do happen.)
Of course, that was in reference to self-referential inference, which begbert2 dropped from the formal logic in favor of an asserted axiom, though now he likes to pretend otherwise. If begbert2 were able to read, he would have sen that my objection to this axiom was not based upon the self-reference vilating the standards of formal logic (in fact, I explicitely denied this charge when he made it.) My objection was phrased thusly:
[ul][li]I am disavowing the use of self-reference in a context in which I am supposed to be doubting my self. It is the intellectually honest thing to do.[/ul][/li]
No, I am making the factual observation that the relationship between the two is not “=”.
Begbert2, of course, is demonstrating the quality of his thought and integrity by trying to sneak in a substitution of “similarity” for “equality”. Why he continues to make such pathetically inept attempts at dishonest representation is a question that only begbert2 (or perhaps a qualified therapist) can answer. But it does provide a nice example of the leitmotif for our conversation.
:wally
Learn to read.
My statement was not ambiguous. I said: **The relationship between the two is not “=”.
**
And, yet again, begbert2 tries to make the substitution of “formal symbolic logic” for “logic”. Not only is this a rather pathetic repetition of the tactic he just used above, it also ignores (as is begbert2’s habit) the preceding context of our debate. “The whole logic thing” was a phrase initially coined by begbert2 himself in an attempt to demean my understanding, and it was absolutely not presented in a context of formal symbolic logic.
How begbert. :rolleyes:
No. Simply a statement of fact.
From your perspective, in which you are a special little boy who sees something to which all others in this thread are blind: your latest proof would have the same problems as you have admitted in your earlier proofs. None.
To those of us that do not suffer from begbertomania: your latest proof would have the same problems as you have admitted in your earlier proofs. It begs the question and arrives at what would be a trivial conclusion if the premises are accepted.
Really, how hard is that to understand? Well, too hard for begbert2, obvioulsy. But I can lower the bar only so far.
Go flush yourself, you twit.
Please don’t violate the rules of this forum.
The main problem that all my argument have shared is inexpert support
Hardly, but now you are saying that you do see a flaw that all your arguments have shared. I shall have to modify “None” above to “Inexpert support”.
I think I shall also note that you have just explicitely accepted the truth of my statement. How tragicomically perfect.
The definition is not meaningless. It is referring to a specific thing that is inferrable from the consideration of the argument.
And the consideration is (say it with me now) the content of a perception
As has been said many many many many times before, it is not difficult to prove that “I” exist if “I” begin by trusting the contents of “my” perceptions. THAT ARGUMENT IS TRIVIAL.
Anybody want to wager whether begbert2 will understand that this time?
