(Ignoring concepts for the moment because that’s an entirely different matter which would take too long to discuss, let’s just focus on propositions.) It doesn’t matter that we are talking about any specifically particular language or **all **languages. Your remarks above still end up with a fallacious result either way:
(1) All propositions depend for their existence on all languages.
That isn’t related to what I’ve said, either, any more than “particular languages”.
Try this: “All propositions are linguistic formulations”. That is, every proposition depends on language (or ‘depends on
a language’, if you prefer). What language that is doesn’t matter for our purposes, here, just as understanding that a formula depends on math, doesn’t matter what the formula, or the math rules are.
If (1) is true, then so is the following logical entailment:
(2) All propositions are dependent for their existence on a some languages.
But this **contradicts your implicit admission **that,
(3) A given proposition does not depend for its existence on some languages.
I made no such admission, implicit or explicit. Propositions are language constructs, just as formulas are math constructs. One necessarily must invoke math when invoking a formula. One must necessarily invoke language when offering a proposition. There’s no “some” or plural dependency needed.
I’ve said this in my previous post: if a proposition is not dependent on any particular language, what makes you think it is therefore dependent on all language? This is absurd because no such entailment exists here.
I agree, no such entailment exists, but you have me confused with someone else, apparently; I’ve not said such a thing (a proposition depends on
all language(s)), any more than I’ve said a proposition depends on a
particular language.
I believe my statements are direct and clear: Propositions are language products. To produce a proposition, is to engage language, just as to produce a math formula is to engage math.
These two remarks above are saying completely different things, but you think they are the same. I’ve already said they are clearly different, namely,
(A) Language-expressions are a necessary conditions for the **expression of **propositions
(B) Language is a necessary condition for the existence of propositions
It does, because what we refer to with the term “proposition”, expressed or no, depends on language – the semantic graphs that emerge from concepts which tie subject and objects together with relationships. It doesn’t matter if you never express a proposition, or if you could have used German or Swahili or Pig-Latin as alternatives to your native tongue, the very
formation of a proposition entails language. That’s what language is, the assembly of semantically rich concepts to create a coherent statement or unit of thought.
Look this is pretty straightforward for you to discredit if you think this is wrong. Suggest an example or two of a proposition that doesn’t rely on semantically rich symbols (symbols which have subject-object relationships as referents). It needn’t be communicated or expressed, just formulated. If you can point to something like that, then I think you have something to consider by way of objection. Failing that, though, I think your “does not entail” is simply an assertion that falls against the ontology of language (symbols, concepts, relationships, etc.).
The first states language is a necessary condtion for our expressing propositions which is true. The latter states that language is a necessary condition for the existence of propositions which is false, and neither claim entails the other. What are your not understanding here?
I have no idea what you mean by “existence of propositions”. I can tell you explicitly what
I mean by “existence of propositions” - a brain-state that neurophysiologically connects symbols into a conceptually coherent unit that can be evaluated for truth or falsehood, where ‘truth’ is an index to ‘correspondence to the actual state of affairs in the world’.
Given that, we understand a proposition to be a physical phenomenon in a physical being (a human brain). If the person in question ceases to exist, then so does that instance of the proposition, as soon as her brain ceases to function as a proposition-bearing mind. Other humans may carry the same or similar instances of the proposition, but where there are no brains or living beings, there are no propositions. Propositions obtain as natural phenomena, no more ambiguous than the existence of rock, or a bolt of lightning (which is another, if impersonal, highly complex electrical pattern).
It is true that the existence of propositions *arises from *language, and that makes them partially linguistic entities having their source in language, but they are not dependent on any language for their existence.
Ok, well, I understand this to be resigning the point, but in just such a way as to protect your superstitions. If it’s “partially sourced”, even by your account, I think my point is made, and carries. You’ll need to defend the “other part” of the partial there, the magic part, I think to make headway against this.
You seem to think propositions are purely linguistic entities in the **same way **that sentences are.
I do think that, partly just because it’s tautological, but also because there isn’t anything else to support the idea that there’s some immaterial/supernatural “beyond reality” reality for propositions which obtains independent of language.
Really, you might as well contend propositions are
also dependent on marshmallows. No kidding, that idea has just as much to recommend itself.
-TS