Boghossian on Intuition, Understanding, and the A Priori Once Again1

2020 ◽  
pp. 227-239
Author(s):  
Paul Boghossian ◽  
Timothy Williamson

This chapter replies to Boghossian’s Chapter 15 and amplifies the arguments of the author’s Chapter 14. In particular, it illustrates the loss of underived dispositions with an example from learning mathematics, when the novice gradually ceases to be tempted by a certain kind of mistake. It is also explains why the argument of Chapter 14 does not assume that introspection and postulation are mutually incompatible; rather, it notes the author’s inability to introspect the non-doxastic intellectual seemings Boghossian postulates and suggests that it is not idiosyncratic. Finally, a challenge is raised for Boghossian’s view of a priori justification as coherence with intellectual seemings. What prevents bigoted beliefs being justified a priori in the way he describes by the bigoted intellectual seemings of a consistent Nazi, for example? If nothing does, what prevents the Nazi’s so-justified beliefs as to what one ought to do from justifying the corresponding actions?

2021 ◽  
pp. 115-136
Author(s):  
Kevin McCain ◽  
Luca Moretti

This chapter further elucidates PE by explaining how it applies to multiple domains. Though the preceding chapter already touches upon some of these, here it is cashed out how PE can account for perceptual justification, memorial justification, testimonial justification, introspective justification, and a priori justification. Exploring the contours of PE in this way reveals just how powerful and unified the theory is. Along the way, it is argued that Declan Smithies’ forceful objections to PC fail to impugn PE. Additionally, it is shown that PE has the resources to respond to each of the challenges that Smithies claims are faced by any internalist theory with “global ambitions”––any theory that purports to be a comprehensive account of epistemic justification. (These challenges for instance include the problem of forgotten evidence and the problem of stored beliefs.) The discussion in this chapter makes it clear that PE is a comprehensive account of epistemic justification that achieves its global ambitions.


2020 ◽  
pp. 1-27
Author(s):  
Paul Boghossian ◽  
Timothy Williamson

This essay distinguishes between metaphysical and epistemological conceptions of analyticity. The former is the idea of a sentence that is ‘true purely in virtue of its meaning’ while the latter is the idea of a sentence that ‘can be justifiably believed merely on the basis of understanding its meaning’. It further argues that, while Quine may have been right to reject the metaphysical notion, the epistemological notion can be defended from his critique and put to work explaining a priori justification. Along the way, a number of further distinctions relevant to the theory of analyticity and the theory of apriority are made and their significance is explained.


Ratio ◽  
2009 ◽  
Vol 22 (2) ◽  
pp. 191-205 ◽  
Author(s):  
Joachim Horvath

2020 ◽  
Vol 4 (1) ◽  
pp. 1-6
Author(s):  
Endang Istikomah

. The purpose of this research is to give information to educators and students that the use of modules accompanied by IT can make learning more effective. Furthemore, the purpose of using the integral calculus module through mobile learning is to be able to change the way students learn, make it easier for students to understand integral concepts, be able to study anywhere and without lecturers, change the smartphone function from just playing social media to learning. This type of research is a qualitative descriptive study through in-depth observation and interviews. The mathematics module is a reference that can facilitate students in learning. Integral calculus for one of the courses that require modules to make learning easier and more enjoyable. Moreover, the module is juxtaposed with mobile learning. Modules are designed by lecturers who teach based on their experience while teaching, so that the language, content, sentence modules that are paired by mobile learning are more favored by students and can follow the speed of their mathematics learning. Therefore, educators can use modules and mobile learning applications in learning mathematics.


2020 ◽  
pp. 214-226
Author(s):  
Paul Boghossian ◽  
Timothy Williamson

This paper argues that Williamson fails to produce successful counterexamples to the existence of understanding–assent links, in particular because he fails to show that the expert in his cases has lost underived dispositions to assent. The paper gives grounds for rejecting Williamson’s argument that intuitions, supposing them to exist, cannot be the source of distinctively a priori justification. Finally, it is argued that Williamson’s argument against the existence of intuitions (understood as sui generis states of intellectual seeming) flounders because it rests on a misguided and naïve dichotomy between ‘introspectable’ and ‘postulated’ mental states.


Author(s):  
Ralph Wedgwood

Epistemology is the study of knowledge and justified belief. So moral epistemology is the study of what would be involved in knowing, or being justified in believing, moral propositions. Some discussions of moral epistemology interpret the category of ‘moral propositions’ broadly, to encompass all propositions that can be expressed with terms like ‘good’ or ‘bad’ or ‘ought’. Other discussions have focused on a narrower category of moral propositions – such as propositions about what rights people have, or about what we owe to each other. According to so-called noncognitivists, one cannot strictly speaking know (or be justified in believing) a moral proposition in the same sense in which one can know (or be justified in believing) an ordinary factual proposition. Other philosophers defend a cognitivist position, according to which it is possible to know or be justified in believing moral propositions in the very same sense as factual propositions. If one does know any moral propositions, they must presumably be true; and the way in which one knows those moral truths must provide access to them. This has led to a debate about whether one could ever know moral truths if a realist conception of these truths – according to which moral truths are not in any interesting sense of our making – were correct. Many philosophers agree that one way of obtaining justified moral beliefs involves seeking ‘reflective equilibrium’ – that is, roughly, considering theories, and adjusting one’s judgments to make them as systematic and coherent as possible. According to some philosophers, however, seeking reflective equilibrium is not enough: justified moral beliefs need to be supported by moral ‘intuitions’. Some hold that such moral intuitions are a priori, akin to our intuitions of the self-evident truths of mathematics. Others hold that these intuitions are closely related to emotions or sentiments; some theorists claim that empirical studies of moral psychology strongly support this ‘sentimentalist’ interpretation. Finally, moral thinking seems different from other areas of thought in two respects. First, there is particularly widespread disagreement about moral questions; and one rarely responds to such moral disagreement by retreating to a state of uncertainty as one does on other questions. Secondly, one rarely defers to other people’s moral judgments in the way in which one defers to experts about ordinary factual questions. These two puzzling features of moral thinking seem to demand explanation – which is a further problem that moral epistemology has to solve.


Episteme ◽  
2019 ◽  
pp. 1-15
Author(s):  
Gerhard Schurz

AbstractWhite (2015) proposes an a priori justification of the reliability of inductive prediction methods based on his thesis of induction-friendliness. It asserts that there are by far more induction-friendly event sequences than induction-unfriendly event sequences. In this paper I contrast White's thesis with the famous no free lunch (NFL) theorem. I explain two versions of this theorem, the strong NFL theorem applying to binary and the weak NFL theorem applying to real-valued predictions. I show that both versions refute the thesis of induction-friendliness. In the conclusion I argue that an a priori justification of the reliability of induction based on a uniform probability distribution over possible event sequences is impossible. In the outlook I consider two alternative approaches: (i) justification externalism and (ii) optimality justifications.


Sign in / Sign up

Export Citation Format

Share Document