This Is Epistemology. J. Adam Carter

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fit, rather than a world‐to‐mind direction of fit (like desires, hopes, wishes, intentions, etc.) Beliefs are the kinds of things that, when they succeed, succeed because things actually are as they are believed to be, because the mind “fits” the world.

      I.16 Having defined the cognitive and the practical aspects of intelligent life in this way (lumping beliefs on the side of the cognitive and desires on the side of the practical), we might now say a bit about the more general subject matter of epistemology in terms of the cognitive.

      I.19 We begin the book by discussing an ancient puzzle: the Regress Problem. The Regress Problem has to do in the main with the justification of belief. Recall from our discussion in Section I.1 of the nature of knowledge that most epistemologists think that knowing a proposition has to involve something in addition to simply believing a proposition that turns out to be true. (If knowledge didn't require this, there'd be no clear difference between knowledge and lucky guesses.) The idea we noted in passing is that knowing a proposition requires (at least) possessing a justified true belief where justification (of the sort relevant to knowledge, as opposed to, say, moral goodness) means something like being “backed by good reasons.” The Regress Problem takes this idea as a starting point and then shows how things can get very awkward very quickly. Just suppose, for example, that a given belief is justified only if it is supported by further beliefs. Now here's a question: must these further beliefs themselves be justified? If not, it's hard to see how the original belief would be justified. But if so, then they too must be backed by good reasons. Taking this idea to its logical conclusion indicates (bizarrely) that a belief is justified only if it's backed by an infinite number of good reasons – something it's not obvious that we actually have. Once this puzzle is set out, various solutions to it are canvassed: coherentism, infinitism, and foundationalism. As we'll see, foundationalism is shown to have certain advantages over the other two options.

      I.21 Even if it turns out that perceptual experiences really are good enough to stop the regress and thus to justify beliefs non‐inferentially, it is worth asking whether that anything that justifies a justified belief must derive in some way from experience – for example, perceptual, introspective, or otherwise. The matter of whether (and if so, why; if not, why not) the answer is “yes” or “no” will be the guiding topic explored in Chapter 3, and it's one that has been divisive in epistemology from the early‐modern period onward. Proponents of a priori justification allow that at least some beliefs may be non‐experientially justified – that is, that they are such that the source of their justification is, in some relevant way, independent of experience. Beliefs whose justification (non‐trivially) derives from experience are justified a posteriori. The question of whether all justified beliefs are justified a posteriori (and whether some might be justified a priori) has marked a long‐standing distinction in philosophy between two epistemological traditions: rationalism and empiricism. Chapter 3 aims at giving readers a grounding in this.

      I.22 In Chapter 4, we explore ways of using reasoning to gaining new justified beliefs and knowledge from the ones we have. It should be unsurprising that we can't gain new justified beliefs through bad reasoning (even if the beliefs bad reasoning generates happen sometimes to be true). But just how good does the reasoning have to be, exactly? At one end of the spectrum, we might think that the kind of reasoning that's needed to get us from one justified belief to another must be conditionally infallible; a given inference rule is conditionally infallible if it's impossible to reason in accordance with the rule to a mistaken belief if all of the beliefs you reason from are correct. We canvass some worries for both the necessity and sufficiency of conditionally infallible rules for extending our justification and knowledge; in the course of doing so, we engage with (among other things) deductive and inductive reasoning, Hume's problem of induction, and closure principles.

      K=JTB: you know that p iff (i) p is true, (ii) you believe p, and (iii) you are justified in so believing.

      As we noted, the JTB view of knowledge is no good because knowledge requires something in addition to JTB. Chapter 5 explains why this is, and introduces what are called “Gettier cases” – cases that show, pretty darn convincingly, that a person could have a justified true belief that p but still fail to know that p.

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