Felix Culpa: Luck In Ethics And Epistemology

Luck threatens in similar ways our conceptions of both moral and epistemic evaluation. This essay examines the problem of luck as a metaphilosophical problem spanning the division between subfields in philosophy. I first explore the analogies between ethical and epistemic luck by comparing influential attempts to expunge luck from our conceptions of agency in these two subfields. I then focus upon Duncan Pritchard's challenge to the motivations underlying virtue epistemology, based specifically on its handling of the problem of epistemic luck. I argue that (1) consideration of the multifold nature of the problem of epistemic luck to an adequate account of human knowledge drives us to a mixed externalist epistemology; and (2) the virtue‐theoretical approach presents a particularly advantageous way of framing and developing a mixed externalist epistemology.     

Social epistemology and the aim(s) of education

In Knowledge in a Social World (1999) Alvin Goldman has defended a ‘veritistic’ or truth-oriented, monistic account of the aim of education. In particular, he argued that the inculcation of true belief constitutes the ultimate goal of education, with other educational activities having only instrumental value insofar as they aid in this goal. In contrast, Harvey Siegel has defended a pluralistic alternative, on which the critical capacity for sustaining rational belief represents an independent, non-instrumental epistemic end of education. I argue that while some of Siegel's objections represent challenges to the sufficiency of Goldman's veritistic model, his alternative account fails to recognise the necessity of truth as an educational goal. This therefore commits Siegel to an unsatisfying pluralism regarding the ideal aim of education. Crucially, this disagreement hinges on two very different ways of understanding the nature of rationality: as instrumental or as epistemic. On Goldman's instrumentalist view, rationality merely involves the ordering of one's means to the end of true belief. However, Kelly (2003) has raised significant counterexamples against the instrumentalist view, and I adapt these to the case of the epistemic ends of education. I thus defend a non-pluralistic account of the ultimate end of education as involving knowledge in the ‘strong’ sense. This, I argue, overcomes the objections raised against Goldman and Siegel's accounts, and better accords with the notion of an ideal characterisation of the aim of education.     

Frege on Indirect Proof

Frege's account of indirect proof has been thought to be problematic. This thought seems to rest on the supposition that some notion of logical consequence – which Frege did not have – is indispensable for a satisfactory account of indirect proof. It is not so. Frege's account is no less workable than the account predominant today. Indeed, Frege's account may be best understood as a restatement of the latter, although from a higher order point of view. I argue that this ascent is motivated by Frege's conception of logic.     

Mary Astell on Bad Custom and Epistemic Injustice

Mary Astell is a fascinating seventeenth‐century figure whose work admits of many interpretations. One feature of her work that has received little attention is her focus on bad custom. This is surprising; Astell clearly regards bad custom as exerting a kind of epistemic power over agents, particularly women, in a way that limits their intellectual capacities. This article aims to link two contemporary sociopolitical/social‐epistemological projects by showing how a seventeenth‐century thinker anticipated these projects. Astell's account of bad custom shows that she was attuned to the kinds of institutional or structural explanations theorized by Sally Haslanger, and that she acknowledges that bad custom—as an institutional or structural explanation—is intimately linked with epistemic injustice, albeit a kind not yet captured by contemporary social epistemologists. I call this form of epistemic injustice found in Astell epistemic internalization injustice. I argue that the epistemic significance of Astell's notion of bad custom is that it enables us to understand how bad custom conditions human relations in such a way as to result in epistemic injustice. Through coming to understand her notion of bad custom, we can expand our understanding of social epistemic phenomena like epistemic injustice.     

Is Understanding Epistemic in Nature?

Is understanding epistemic in nature? Does a correct account of what constitutes understanding of a concept mention epistemological notions such as knowledge, justification or epistemic rationality? We defend the view that understanding is epistemic in nature – we defend epistemological conceptions of understanding. We focus our discussion with a critical evaluation of Tim Williamson's challenges to epistemological conceptions of understanding in The Philosophy of Philosophy. Against Williamson, we distinguish three kinds of epistemological conceptions and argue that Williamson's arguments succeed against only the most heavily committed kind, and leave the less heavily committed kinds untouched. Further, we argue that Williamson's elaboration of lessons from his arguments point in a direction opposite of his own conclusions and give vivid articulation and support to epistemological conceptions. We suggest also that skepticism about Williamson's larger metaphilosophical conclusions – according to which understanding plays no special role in the epistemology of philosophy – may be in order.     

The Ineliminability of Epistemic Rationality*

Many writers have recently urged that the epistemic rationality of beliefs can depend on broadly pragmatic (as opposed to truth-directed) factors. Taken to an extreme, this line of thought leads to a view on which there is no such thing as a distinctive epistemic form of rationality. A series of papers by Susanna Rinard develops the view that something like our traditional notion of pragmatic rationality is all that is needed to account for the rationality of beliefs. This approach has undeniable attractions. But examining different versions of the approach uncovers problems. The problems help reveal why epistemic rationality is an indispensable part of understanding rationality—not only of beliefs, but of actions. We may or may not end up wanting to make a place, in our theories of epistemic rationality, for factors such as the practical or moral consequences of having beliefs. But a purely pragmatic notion of rationality—one that’s stripped of any component of distinctively epistemic evaluation—cannot do all the work that we need done.     

NEWTON AND PROCLUS: GEOMETRY,IMAGINATION, AND KNOWING SPACE

I aim to clarify the argument for space that Newton presents in De Gravitatione (composed prior to 1687) by putting Newton's remarks into conversation with the account of geometrical knowledge found in Proclus's Commentary on the First Book of Euclid's Elements (ca. 450). What I highlight is that both Newton and Proclus adopt an epistemic progression (or “order of knowing”) according to which geometrical knowledge necessarily precedes our knowledge of metaphysical truths concerning the ontological state of affairs. As I argue, Newton's commitment to this order of knowing clarifies the interplay of the imagination and understanding in geometrical inquiry and illuminates how geometrical knowledge of space can lead to knowledge that space depends on and is related to God. In general, appreciating the Proclean elements of Newton's argument brings added light to the significance of geometrical inquiry for his general natural philosophical program and grants us insight into the philosophical grounding for the notion of absolute space that is presented in the Principia mathematica (1687).     

Empathetic Understanding and Deliberative Democracy

Epistemic democracy is standardly characterized in terms of “aiming at truth”. This presupposes a veritistic conception of epistemic value, according to which truth is the fundamental epistemic goal. I will raise an objection to the standard (veritistic) account of epistemic democracy, focusing specifically on deliberative democracy. I then propose a version of deliberative democracy that is grounded in non-veritistic epistemic goals. In particular, I argue that deliberation is valuable because it facilitates empathetic understanding. I claim that empathetic understanding is an epistemic good that doesn't have truth as its primary goal.     

EPISTEMIC MALEVOLENCE

Abstract: Against the background of a great deal of structural symmetry between intellectual and moral virtue and vice, it is a surprising fact that what is arguably the central or paradigm moral vice—that is, moral malevolence or malevolence proper—has no obvious or well-known counterpart among the intellectual vices. The notion of "epistemic malevolence" makes no appearance on any standard list of intellectual vices; nor is it central to our ordinary ways of thinking about intellectual vice. In this essay, I argue that there is such a thing as epistemic malevolence and offer an account of its basic character and structure. Doing so requires a good deal of attention to malevolence simpliciter . In the final section of the essay, I offer an explanation of our relative unfamiliarity with this trait.     

Putnam, Peano, and the Malin Génie: could we possibly bewrong about elementary number-theory?

This article examines Hilary Putnam's work in the philosophy of mathematics and - more specifically - his arguments against mathematical realism or objectivism. These include a wide range of considerations, from Gödel's incompleteness-theorem and the limits of axiomatic set-theory as formalised in the Löwenheim-Skolem proof to Wittgenstein's sceptical thoughts about rule-following (along with Saul Kripke's ‘scepticalsolution’), Michael Dummett's anti-realist philosophy of mathematics, and certain problems – as Putnam sees them – with the conceptual foundations of Peano arithmetic. He also adopts a thought-experimental approach – a variant of Descartes' dream scenario – in order to establish the in-principle possibility that we might be deceived by the apparent self-evidence of basic arithmetical truths or that it might be ‘rational’ to doubt them under some conceivable (even if imaginary) set of circumstances. Thus Putnam assumes that mathematical realism involves a self-contradictory ‘Platonist’ idea of our somehow having quasi-perceptual epistemic ‘contact’ with truths that in their very nature transcend the utmost reach of human cognitive grasp. On this account, quite simply, ‘nothing works’ in philosophy of mathematics since wecan either cling to that unworkable notion of objective (recognition-transcendent) truth or abandon mathematical realism in favour of a verificationist approach that restricts the range of admissible statements to those for which we happen to possess some means of proof or ascertainment. My essay puts the case, conversely, that these hyperbolic doubts are not forced upon us but result from a false understanding of mathematical realism – a curious mixture of idealist and empiricist themes – which effectively skews the debate toward a preordained sceptical conclusion. I then go on to mount a defence of mathematical realism with reference to recent work in this field and also to indicate some problems – as I seethem – with Putnam's thought-experimental approach as well ashis use of anti-realist arguments from Dummett, Kripke, Wittgenstein, and others.     

Why Epistemic Contextualism Does Not Provide an Adequate Account of Knowledge: Comments on Barke

According to Antonia Barkes version of contextualism, epistemic contextualism, a context is defined by a method and its associated assumptions. The subject has to make the assumption that the method is adequate or reliable and that good working conditions hold in order to arrive at knowledge by employing the method. I will criticize Barkes claim that epistemic contextualism can provide a more satisfactory explanation or motivation for context shifts than conversational contextualism (in particular, David Lewiss contextualism). Two more points of criticizm will be presented, which are meant to show that epistemic contextualism presupposes epistemic internalism, and that (epistemic) contextualism leads to an implausible view about which parameters the special achievement that is constitutive of knowledge depends on. I suggest that, contra (epistemic) contextualism, knowledge is a more robust phenomenon that does not depend on whether anyone calls into question any assumptions or raises skeptical doubts in conversation or in his or her mind (as, for example, Fred Dretskes account says). I indicate how this can be reconciled with the phenomenon that knowledge attributions are somewhat unstable and seemingly context-dependent.     

Getting ‘Lucky’ with Gettier

Abstract: In this paper I add credence to Linda Zagzebski's (1994) diagnosis of Gettier problems (and the current trend to abandon the standard analysis) by analyzing the nature of luck. It is widely accepted that the lesson to be learned from Gettier problems is that knowledge is incompatible with luck or at least a certain species thereof. As such, understanding the nature of luck is central to understanding the Gettier problem. Thanks by and large to Duncan Pritchard's seminal work, Epistemic Luck, a great deal of literature has been developed recently concerning the nature of luck and anti‐luck epistemology. The literature, however, has yet to explore the very intuitive idea that luck comes in degrees. I propose that once luck is recognized to admit degrees even the slightest non‐zero degree (of the relevant sort) precludes knowledge. Connecting this to Zagzebski's thesis, I propose that a given theory of warrant must guarantee truth in order to avoid Gettier counterexamples (or subsequently deny that warrant bears any relationship to the truth whatsoever), simply because a sufficient standard analysis of knowledge cannot allow for knowledge that is even marginally lucky.     

Sosa on epistemic value: a Kantian obstacle

In recent work, Sosa proposes a comprehensive account of epistemic value based on an axiology for attempts. According to this axiology, an attempt is better if it succeeds, better still if it is apt (i.e., succeeds through competence), and best if it is fully apt, (i.e., guided to aptness by apt beliefs that it would be apt). Beliefs are understood as attempts aiming at the truth. Thus, a belief is better if true, better still if apt, and best if fully apt. I raise a Kantian obstacle for Sosa’s account, arguing that the quality or worth of an attempt is independent of whether it succeeds. In particular, an attempt can be fully worthy despite being a failure. I then consider whether Sosa’s competence-theoretic framework provides the resources for an axiology of attempts that does not place so much weight on success. I discuss the most promising candidate, an axiology grounded in the competence of attempts, or what Sosa calls adroitness. An adroit attempt may fail. I raise doubts about whether an adroitness-based axiology can provide a plausible explanation of the worthiness of subjects’ beliefs in epistemically unfortunate situations, such as the beliefs of the brain in a vat. I conclude by speculating that the notion of a belief’s fit with what the subject has to go on, a notion missing from Sosa’s competence-theoretic framework, is crucial to explaining epistemic worth.

     

THE TRIPLISM OF PRACTICAL REASON

There can be reasons for belief, for action, and for feeling. In each case, knowledge of such reasons requires non‐empirical knowledge of some truths about them: these will be truths about what there is reason to believe, to feel, or to do – either outright or on condition of certain facts obtaining. Call these a priori truths about reasons, ‘norms’. Norms are a priori true propositions about reasons. It's an epistemic norm that if something's a good explanation that's a reason to believe it. It's an evaluative norm that if someone's cheated you that's a reason to be annoyed with them. There are many evaluative norms, relating to a variety of feelings. Equally, there may be various epistemic norms, even though in this case they all relate to belief. My concern here, however, is with practical norms: a priori truths about what there is reason to do. I have a suggestion about what fundamental practical norms there are, which I would like to describe and explain. It is that there are just three distinct kinds of practical norm governing what there is reason to do – three categories or generic sources of practical normativity, one may say. I call them the Bridge principle, the principle of Good, and the Demand principle – Bridge, Good and Demand for short. I have said more about them in my book, The Domain of Reasons; 1 here my aim is simply to set them out and sketch some questions to which this ‘triplism of practical reason’ 2 gives rise. In particular, since these norms are about practical reasons, not about morality, a question I'll touch on is how moral obligation comes onto the scene.     

A Noetic Theory of Understanding and Intuition as Sense-Maker

Abstract

The notion of a non-sensory mental state or event that plays a prominent role in coming to understand, an epistemic achievement distinct from mere knowledge, featured prominently in historical writings on philosophy, and philosophical methodology. It is, however, completely absent from contemporary discussions of the subject. This paper argues that intuition plays an epistemic role in understanding, including philosophical understanding, and offers an explanation of how intuition manages to play this role, if and when it does. It is argued, subsequently, that this role is autonomous, in the sense that a source of understanding cannot be reduced to a source of justification, evidence, or reason. Finally, it is noted that such autonomy implies that popular forms of skepticism about intuition do not impugn intuition’s epistemic significance with respect to its status as a source of understanding.     

On preferring God's non-existence

For many centuries, philosophers have debated this question: ‘Does God exist?’ Surprisingly, they have paid rather less attention to this distinct – but also very important – question: ‘Would God's existence be a good thing?’ The latter is an axiological question about the difference in value that God's existence would make (or does make) in the actual world. Perhaps the most natural position to take, whether or not one believes in God, is to hold that it would be a very good thing if such a being were to exist. After all, God is traditionally thought to be perfectly powerful and good, and it might seem obvious that such a being's existence would make things better than they would otherwise be. But this judgment has been contested: some philosophers have held that God's existence would make things worse, and that, on this basis, one can reasonably prefer God's non-existence. We first distinguish a wide array of axiological positions concerning the value of God's existence which might be held by theists, atheists, and agnostics alike. We next construe these positions as comparative judgments about the axiological status of various possible worlds. We then criticize an important recent attempt to show that God's existence would make things worse, in various ways, than they would otherwise be.     

Repugnant Accuracy

Accuracy‐first epistemology is an approach to formal epistemology which takes accuracy to be a measure of epistemic utility and attempts to vindicate norms of epistemic rationality by showing how conformity with them is beneficial. If accuracy‐first epistemology can actually vindicate any epistemic norms, it must adopt a plausible account of epistemic value. Any such account must avoid the epistemic version of Derek Parfit's “repugnant conclusion.” I argue that the only plausible way of doing so is to say that accurate credences in certain propositions have no, or almost no, epistemic value. I prove that this is incompatible with standard accuracy‐first arguments for probabilism, and argue that there is no way for accuracy‐first epistemology to show that all credences of all agents should be coherent.