The realist argues that "the cat is in the box" can be true even if it's not possible for someone to look in the box and see the cat. — Michael
Have you tried to define what you mean by realism somewhere in this thread? — Leontiskos
One proposal is to construe metaphysical realism as the position that there are no a priori epistemically derived constraints on reality.
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One virtue of this construal is that it defines metaphysical realism at a sufficient level of generality to apply to all philosophers who currently espouse metaphysical realism.
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For there is a good argument to the effect that if metaphysical realism is true, then global skepticism is also true, that is, it is possible that all of our referential beliefs about the world are false.
I don't know of any realists who believe in unknowable truths. Apparently you don't either. — Leontiskos
Fitch’s paradox of knowability (aka the knowability paradox or Church-Fitch Paradox) concerns any theory committed to the thesis that all truths are knowable. Historical examples of such theories arguably include Michael Dummett’s semantic antirealism (i.e., the view that any truth is verifiable), mathematical constructivism (i.e., the view that the truth of a mathematical formula depends on the mental constructions mathematicians use to prove those formulas), Hilary Putnam’s internal realism (i.e., the view that truth is what we would believe in ideal epistemic circumstances), Charles Sanders Peirce’s pragmatic theory of truth (i.e., that truth is what we would agree to at the limit of inquiry), logical positivism (i.e., the view that meaning is giving by verification conditions), Kant’s transcendental idealism (i.e., that all knowledge is knowledge of appearances), and George Berkeley’s idealism (i.e., that to be is to be perceivable).
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The middle way, what we might call moderate antirealism, can be characterized logically somewhere in the ballpark of the knowability principle:
∀p(p → ◊Kp).
which says, formally, for all propositions p, if p then it is possible to know that p.
He also points out that TKP, rather than the unrestricted KP, serves as the more interesting point of contention between the semantic realist and anti-realist. The realist believes that it is possible for truth to be unknowable in principle.
Notice that antirealism is defined as being the position that believes that all truths are knowable. As realism rejects antirealism (and vice versa), in follows that realism asserts that some truths are unknowable. — Michael
This is evidence of your sophistry. — Leontiskos
All I've asked is for you to give me an example of a realist who holds to your strange version of realism. — Leontiskos
Rediscovered in Hart and McGinn (1976) and Hart (1979), the result was taken to be a refutation of verificationism, the view that all meaningful statements (and so all truths) are verifiable.
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Mackie (1980) and Routley (1981), among others at the time, ... ultimately agree that Fitch’s result is a refutation of the claim that all truths are knowable, and that various forms of verificationism are imperiled for related reasons.
It's right there, explicitly saying "the realist believes that it is possible for truth to be unknowable in principle." — Michael
The problem with realism is that it entails this kind of global skepticism. If there are unknowable truths then there are unjustifiable truths, and if there are unjustifiable truths then a proposition not being justified is not a good reason to reject it. — Michael
You ask me for an example and then complain that it's just one example? — Michael
Or, "...then a proposition not being justified is not a good reason to reject it." There is an equivocation here on 'reject'. If 'reject' means falsify, then this strikes me as uncontroversial. If 'reject' means "abstain from affirming," then the consequent is false but it does not in fact follow from your premises. — Leontiskos
↪Leontiskos So you don't think unjustifiable truths are unjustified? How odd.
Or is that just pedantry in the service of your confusion? — Banno
So, what? — Banno
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