In the face of modern academic convention? I don't think so.
you edited your post after i read it. i didn't miss anything.
You did.
a term's meaning and designation are both reducible to other terms. extensional and intensional. i proved this below and you gave a piss-poor rebuttal without any reasoning, only statements of opinion.
where is your formal language demonstration? please link it.
They're not. You probably shouldn't use the words intension and extension without knowing their meaning. Emergence is a good concept to research before arguing this topic. A concept's intension is not just the product of its atoms, rather, the relationship between the atoms and propositions contained therein. In a semantic relationship, the string of letters in an equation 1+2=3 and 2+1=3 violates the idea that equivalence implies identity. The two are equivalent, but not identities of each other, yet they are comprised of the same parts. In contrast to a formal language, a natural language with designated meanings is profoundly affected by the varying connotations of molecular constructs.
Taken from Stanford Encyclopedia of Philosophy,
http://plato.stanford.edu/entries/logic-intensional/:
"
If we think of the sense of “3 + 2” as a small program, there are certainly states, possible worlds, in which we have not executed the program, and others in which we have. We might, then, think of the intension of “3 + 2” as a partial function on states, whose domain is the set of states in which the instructions inherent in “3 + 2” have been executed, and mapping those states to 5. Then, clearly, we can have states of an epistemic possible world model in which we do not know that “3 + 2” and “2 + 3” have the same outputs."
Your job is to now prove that 1+2=3 and 2+1=3 are identities of each other, and that the syntactic relationship bears absolutely no intensional significance. Words work the exact same way: truth functions and propositions. Language is a two-fold phenomenon: identity and relationships. You're trapped in the mode of thought that identity is lone and that relationships cannot alter the output of a truth function.
how is the syllogism poorly formed?
Disjoint.
where did i imply that words exist that transcend human thought?
"premise: the full meaning of the word "sophistry" can exist in the realm of human thought"
By using the word "full," you imply that a non-full version of a word can exist and non-full necessarily entails that there exists a word whose full meaning transcends thought. This serves to prove my point even further that technical language circumvents the equivocal nature of atomic language, as that was a very obvious informal error if it wasn't what you wished to express. With that in mind, you either concede you implied an absurd concept, or that you fell victim to the linguistic shortcomings I argued against in the original post.
why don't you state the central thesis of your argument in a sentence or two so we can make sure that we are on the same page.
Like any complex thing, there are multiple layers and within those multiple layers, a vastly interwoven network of meanings/correlations/implications. Technical terms are a package deal: propositions built from atomic particles to create an entirely new particle. When one skins language to a formal state, they can see plain that words are messes of predicates, values and propositions and technical terms emerge to rectify the insufficient propositional force in "simple" language. In other words, anything that contains something that could be said to be "true" is a proposition, and atomic words can't always successfully construct a well-defined proposition due to conflicting intensions or because they lack the direct relationships of the properties contained within one proposition made from several smaller ones interact to spur new meanings and connote different things.
preferred, not necessary.
See above. Necessary.
when did i say that it was exclusive to speaker and audience?
"communication requires a speaker and an audience."
You're really digging yourself in a hole. Like... really digging in there.
if you think i'm incompetent, it's because you're putting words in my mouth and believing that i said them. i'm starting to think that you aren't able to understand me because my language is too simple.
No, I believe you're incompetent on the subject because of comments like above.
on the east coast, you can find academics who agree with just about anything. it's both funny and sad how verm feels his opinions are validated by those surrounding him, and doesn't think there is any need to provide proof or evidence of his assertions. it's only due to the magic of the internet that i waste my time dealing with people like this.
I guess Sol Kripke, Kurt Godel, Bertrand Russell and the other great mathematical figures of our times who laid the groundwork for modern mathematics/science are just wacky ol' nutjobs.
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And unfortunately, logical proofs for the abstract typically looks like this: (Take from SEP:
http://plato.stanford.edu/entries/logic-intensional/)
If yφ(y) does not designate at Γ with respect to v,
it is not the case that M, Γ ⊨v [λx X](yφ(y))
If yφ(y) designates at Γ with respect to v,
M, Γ ⊨v [λx X](yφ(y)) ⇔ M, Γ ⊨w X
where w is the y-variant of v such that M, Γ ⊨w φ(y)
And I doubt anyone wants to deal with that.
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So the demonstrative proofs I'm giving now will just have to be good enough. Not every claim that's ever made can have rigorous, quantifiable proof.