Following on from @Sam26’s topic in The Other Place, and discussions with @Paine and @Fooloso4*, I thought it might be interesting to discuss the various sorts of indubitability mentioned in On Certainty.
There are a range of examples and metaphors in the text. Claude lists
- “hinges”
- “the river-bed”
- “Bedrock”
- “the scaffolding”
- “The axis around which our inquiries rotate”
- “inherited background”
- “Foundations”
Each brings out an aspect of the indubitable. Hinges are the most widely spoken of, despite the term being used only three times in the text. Where the hinge remains fixed, the river bed may move, albeit slowly. There’s something correct in summarily dismissing doubts at bedrock. A scaffolding remains in place while we give our constructs form, and then is removed, so that the construct stands on its own. An axis is not held fast, but is that around which other things turn. Our assigning truth and falsity to propositions occurs against a background of certainty. While these are mentioned in one or two places, “foundation” is mentioned many times, as a hypothesis for further research, perhaps even unmentioned; as an ultimate conviction; as “empirical foundation” for our assumptions; and so on.
We might be able to set out some of the relations between these, and their limitations and uses.
These metaphors concern attitudes towards propositions. There’s also the more recent non-propositional interpretation to consider, “certainty is as it were a tone of voice” or “shown in the way we act”; and ultimately Moyal-Sharrock’s rejection of belief-that for belief-in, apparently with nouns replacing propositions.
In The Other Place, Fooloso4** proposed that hinges referred only to our scientific hypotheses.
While agreeing that hinges are propositional, he cites Crispin Wright in Hinge Propositions and the Serenity Prayer as supporting his contention. I wasn’t able to follow that line of thought. It is clear that Wright agrees with Wittgenstein that hinges are “not merely immune to empirical disconfirmation but beyond supportive evidence too”, but I saw nothing to support the idea that hinge propositions do not apply to other things besides empirical or scientific propositions. Similarly, Fooloso4 cites Annalisa Coliva’s In Quest of a Wittgensteinian Hinge Epistemology in pointing out the place of hinges in “assessing evidence for or against ordinary (mostly) empirical propositions” (note the parenthetical hesitancy). We can again agree with Coliva while not restricting hinges to science.
§342 does not say only scientific investigations; and the remark is embedded in a discussion about doubt and certainty in general. So it is a step too far to restrict hinges only to scientific enquiry or empirical propositions.
“If we want the door to turn, the hinges must stay put” (§343). It may be an obvious point, but perhaps it is worth noting that if a hinge is to stay put, we must at the least believe hinges to be the case. And what is the case, what is true, are statements. Hinges, then, are held to be true propositions. They are, then, true, believed and yet neither justifiable nor unjustifiable, and so not known in the classical sense.
Here we find agreement with Coliva in treating hinges as true statements, and so we are perhaps at odds with Moyal-Sharrock’s account of hinges as non-propositional, animal ways of acting, and so not truth-functional. No doubt a much stronger case for Moyal-Sharrock’s account might be made, something we might pursue in this thread.
For my own part, I’m interested in how those rules that set out how a game is to be played are indubitable, and how these fit into the discussion in On Certainty. The ubiquitous examples are from Chess, where a bishop must stay on the same colour or cease to be a bishop. Moving only diagonally counts as being a Bishop, and to do otherwise is to cease being a Bishop and indeed to cease playing chess. Such constitutive rules strikingly follow what is required of at least some hinge propositions. 12 times 12 counts as 144, such that supposing otherwise is to cease to do arithmetic. This — holding up one’s hand — counts as a hand does not make an empirical deduction from an observation but sets up those games in which we can talk about our hands grasping, pointing, signing and otherwise taking on any role we so choose. It seems to me that at least a large part of our certainties might be eligible to a treatment along these lines. Another thread for this topic.
Up front, I’m not interested here in long and tedious defenses of Wittgenstein’s philosophy generally. If that’s what you want to do, start your own thread.
*I don’t know what your new handles are, if any, so I wasn’t able to link you in with a mention. Indeed, it’s not clear that the new format has a way to link to another user in the way Plush Forums did.
**Wittgenstein’s Toolbox, p. 12
