Ralph Wedgwood

Hierocles, a Stoic of the second century CE, famously deployed an image of the ‘concentric circles’ that surround each of us. The image should not be read as advocating absolute impartiality (in the style of classical utilitarianism) or as illustrating the Stoic theory of oikeiōsis. Instead, it is designed to illustrate how it is ‘appropriate to act’ in certain cases. Like other Stoics, Hierocles bases his investigation of appropriate acts on what is ‘in accordance with nature’. According to his view, each of us has a duty of mutual aid towards every other human being—but a weightier duty towards those who are socially closer than those who are more distant. The fundamental principle is that each of us has the duty of being an ‘ally’ of every other human being in serving the natural purposes of all the circles to which we and that other human being both belong.

This book gives a general theory of rational belief. Although it can be read by itself, it is a sequel to the author’s previous book, The Value of Rationality (Oxford, 2017). It takes the general conception of rationality that was developed in that earlier book and combines it with an account of the varieties of belief, and of what it is for these beliefs to count as “correct”, to provide an account of what it is for beliefs to count as rational. According to this account, rationality comes in degrees: the degree to which a belief-system counts as rational is determined by its distance from a corresponding probability function—where this distance is measured by those beliefs’ “expected degree of incorrectness” according to the probability function; the account also explains what determines exactly which probability function plays this role in each case. In developing and defending this account, light is shed on several central epistemological issues. These issues include: the distinction between propositional and doxastic justification; the debates between internalism and externalism, and between foundationalism and coherentism; the relationship between credences, full belief, inference, and suspension of judgment; the kind of possibility that is presupposed by the relevant sort of probability; and whether rationality is “diachronic”—so that the beliefs that it is rational for us to have now depend, in part, on the beliefs that we held in the past.

This essay defends a version of the Doctrine of Double Effect (DDE) – the doctrine that there is normally a stronger reason against an act that has a bad state of affairs as one of its intended effects than against an otherwise similar act that has that bad state of affairs as an unintended effect. First, a precise account of this version of the DDE is given. Secondly, some suggestions are made about why we should believe the DDE, and about why it is true. Finally, a solution is developed to the so-called ‘closeness problem’ that any version of the DDE must face.

This chapter is concerned with the distinction that most contemporary epistemologists express by distinguishing between “propositional” and “doxastic” justification. The goal is to develop an account of this distinction that applies, not just to full or outright beliefs, but also to partial credences—and indeed, in principle, to attitudes of all kinds. The standard way of explaining this distinction, in terms of the “basing relation”, is criticized, and an alternative account—the “virtue manifestation” account—is proposed in its place. This account has a certain kinship with the epistemological approach that is known as “reliabilism”, but it also has certain key differences—above all, it is compatible with an internalist view of rationality.

Often, when one faces a choice between alternative actions, there are reasons both for and against each alternative. On one way of understanding these words, what one “ought to do all things considered (ATC)” is determined by the totality of these reasons. So, these reasons can somehow be “combined” or “aggregated” to yield an ATC verdict on these alternatives. First, various assumptions about this sort of aggregation of reasons are articulated. Then it is shown that these assumptions allow for the proof of a “Reasons Aggregation Theorem” – parallel to John Harsanyi’s 1955 “Social Aggregation Theorem”. All reasons for action are grounded in reason-providing values; and, for every such reason-providing value, there is in principle a way of measuring how strongly this value counts against each alternative. The theorem tells us that the appropriate measure of how much reason ATC there is against each alternative is simply a weighted sum of the strengths with which these values count against that alternative; the agent ought not ATC to perform an action iff there is ATC more reason against it than against some available alternative.

Many philosophers think that internalism supports a noncognitivist account of normative judgments, according to which these judgments do not count as genuine beliefs, but rather as non-cognitive states of some kind. Such noncognitivist accounts of normative judgments naturally accompany an expressivist account of the meaning of normative statements. This chapter considers the prospects of such an expressivist theory, taking as its paradigm the most recent theory of Allan Gibbard. It is argued that this theory is vulnerable to a strengthened form of the objection that P. T. Geach derived from the work of Frege. This makes it plausible that expressivist accounts face insuperable problems, and so that both expressivism and non-cognitivism should be rejected.

Philosophers have long distinguished between practical and theoretical rationality. The first section of this chapter begins by discussing the ways in which this distinction was drawn by Aristotle and Kant; then it sketches what seems to be the general consensus today about how, at least roughly, the distinction should be drawn. The rest of this chapter explores what practical and theoretical rationality have in common: in the second section, several parallels between practical and theoretical rationality are outlined, and it is argued that these parallels make it plausible that a unifying account of rationality can be given. Finally, in the third section, a number of such unifying accounts of practical and theoretical rationality are surveyed. These include accounts that are inspired in various ways by Hume and by the results of formal decision theory, as well as views that appeal to reasons and to the distinctive value of correct or appropriate attitudes.

This essay explores the following position: Ultimate moral principles are a priori truths; hence, it is irrational to assign a non-zero credence to any proposition that is incompatible with these ultimate moral principles ; and this sort of irrationality, if it could have been avoided, is in a sense inexcusable. So—at least if moral relativism is false—in any disagreement about ultimate moral principles, at least one party to the disagreement is inexcusably irrational. This position may seem extreme, but it is argued that it is more plausible than it first appears.

What is normativity? It is argued here that normativity is best understood as a property of certain concepts: normative thoughts are those involving these normative concepts; normative statements are statements that express normative thoughts; and normative facts are the facts (if such there be) that make such normative thoughts true. Many philosophers propose that there is a single basic normative concept—perhaps the concept of a reason for an action or attitude—in terms of which all other normative concepts can be defined. It is argued here that this proposal faces grave difficulties. According to a better proposal, what these normative concepts have in common is that they have a distinctive sort of conceptual role—a reasoning-guiding conceptual role. This proposal is illustrated by a number of examples: different normative concepts differ from each other in virtue of their having different conceptual roles of this reasoning-guiding kind.

An account of Plato’s theory of knowledge is offered. Plato is in a sense a contextualist: at least, he recognizes that his own use of the word for “knowledge” varies – in some contexts, it stands for the fullest possible level of understanding of a truth, while in other contexts, it is broader and includes less complete levels of understanding as well. But for Plato, all knowledge, properly speaking, is a priori knowledge of necessary truths – based on recollection of aspects of the Forms – and so in contemporary terms, it meets the conditions of “safety” and “adherence” (or “indefeasibility”) to the highest degree. This account is defended on the basis of the text of Meno, Phaedo, and the Republic, against some objections – especially objections that are due to Gail Fine.

According to a widely held view of the matter, whenever we assess beliefs as ‘rational’ or ‘justified’, we are making normative judgements about those beliefs. In this discussion, I shall simply assume, for the sake of argument, that this view is correct. My goal here is to explore a particular approach to understanding the basic principles that explain which of these normative judgements are true. Specifically, this approach is based on the assumption that all such normative principles are grounded in facts about values, and the normative principles that apply to beliefs in particular are grounded in facts about alethic value––a kind of value that is exemplified by believing what is true and not believing what is false. In this chapter, I shall explain what I regard as the best way of interpreting this approach. In doing so, I shall also show how this interpretation can solve some problems that have recently been raised for approaches of this kind by Selim Berker, Jennifer Carr, Michael Caie, and Hilary Greaves.

There are three well-known models of how to account for perceptual belief within a probabilistic framework: (a) a Cartesian model; (b) a model advocated by Timothy Williamson; and (c) a model advocated by Richard Jeffrey. Each of these models faces a problem—in effect, the problem of accounting for the defeasibility of perceptual justification and perceptual knowledge. It is argued here that the best way of responding to this the best way of responding to this problem effectively vindicates the Cartesian model. Finally, it is argued that, given the best interpretation of the probabilistic framework, that the Cartesian model is not vulnerable to the main criticisms that have been raised against it.

As a young Anglican clergyman, Joseph Butler published the first edition of his Fifteen Sermons Preached at the Rolls Chapel in 1721; a revised edition appeared in 1729. Almost immediately, it was widely understood that these sermons present a strikingly subtle and careful form of a relatively traditional conception of ethics, in contrast to the more radical views of other philosophers such as Thomas Hobbes. Only a few years later, David Hume was much concerned to assimilate Butler's insights, while himself arguing for more radical views; and those who sought to respond to Hume, such as Richard Price and Thomas Reid, drew deeply on Butler's thought.Such early utilitarians as Jeremy Bentham and J. S....

This essay examines the epistemology of evaluative, and especially moral, thinking, and attempts an analysis of value-concepts. It proposes an account according to which sentiment plays a central role in all rational evaluative thinking. But this account diverges sharply from traditional emotivism: it insists that rational evaluative thinking must be principled; it defends the pursuit of systematic moral theory through seeking reflective equilibrium; and, though committed to holding that value-judgments can be straightforwardly true, it is compatible with many metaphysical positions about the nature of evaluative truth, ranging from subjectivism to non-reductive realism about values. ;First, a general conception of epistemology and conceptual analysis is articulated. A philosophical study of a concept should offer a non-circular account of what it is to grasp the concept; and grasp of a concept involves mastery of the basic rules for forming rational beliefs involving the concept. ;Value-concepts, it is proposed, are essentially practical. This implies internalism: value-judgments are essentially connected to an actual or imagined motivation to act accordingly. To avoid circularity, such an internalist account must assign an evidential role in evaluative thinking to emotions or sentiments. ;As guides to evaluative truth, sentiments are highly fallible. But one can counteract this fallibility only by constructing a set of general principles, through seeking reflective equilibrium on the basis of one's sentiments, and thereby simultaneously refining both one's sentiments and one's value-judgments. ;According to this account, rational evaluative thinking is principled reliance on sentiment A discussion of the emotions shows that this account of value-concepts is not circular; and it is indicated how the metaphysical questions, about what it is for value-judgments to be true, could be resolved. ;Moral judgments differ from other value-judgments in demanding, not just theoretical agreement about what is true, but practical agreement about what is to be done; and moral sentiments stem from a capacity to respond emotionally to facts about people's interests regardless of how exactly one is related to those interests oneself. Finally, various sceptical challenges to our moral capacities are considered

Here is a definition of knowledge: for you to know a proposition p is for you to have an outright belief in p that is correct precisely because it manifests the virtue of rationality. This definition resembles Ernest Sosa’s “virtue theory”, except that on this definition, the only virtue that must be manifested in all instances of knowledge is rationality, and no reductive account of rationality is attempted—rationality is assumed to be an irreducibly normative notion. This definition is compatible with “internalism” about rationality, and with a form of “pragmatic encroachment” on the conditions of rational outright belief. An interpretation is given of this definition, and especially of the sense of ’because’ that it involves. On this interpretation, this definition entails that both safety and adherence are necessary conditions on knowledge; it supports a kind of contextualism about terms like ‘knowledge’; and it provides resources to defend safety, adherence, and contextualism, against some recent objections.

This essay offers an account of the truth conditions of sentences involving deontic modals like ‘ought’, designed to capture the difference between objective and subjective kinds of ‘ought’ This account resembles the classical semantics for deontic logic: according to this account, these truths conditions involve a function from the world of evaluation to a domain of worlds (equivalent to a so-called “modal base”), and an ordering of the worlds in such domains; this ordering of the worlds itself arises from two further elements – a probability function and a value function – since this ordering ranks the worlds in accordance with the expected value of certain propositions that are true at those worlds. Thus, a proposition of the form ‘Ought (p)’ is true at a world of evaluation w if and only if p is true at all the top-ranked worlds in the domain assigned to w. This domain of worlds consists of metaphysically possible worlds, while the probability function is defined over a space of epistemically possible worlds (which may include metaphysically impossible worlds, such as worlds where Hesperus is not Phosphorus). Evidence is given that this account assigns the correct truth conditions to a wide range of sentences involving ‘ought’. Since these truth conditions involve both a domain of metaphysically possible worlds and a space of epistemically possible worlds, there are two corresponding kinds of conditional involving ‘ought’, depending on which space of worlds is restricted by the conditional. Finally, some objections that might be raised against this account are answered.

According to the anti-Humean theory of motivation, it is possible to be motivated to act by reason alone. According to the Humean theory of motivation, this is impossible. The debate between these two theories remains as vigorous as ever (see for example Pettit 1987, Lewis 1988, Price 1989 and Smith 1994). In this paper I shall argue that the anti-Humean theory of motivation is incompatible with a number of prominent recent theories of content. I shall focus on causal or informational theories of content (such as Dretske 1981, Fodor 1990 and Stalnaker 1984), and on verificationist theories of content (such as Dummett 1993, Putnam 1983 and Wright 1986), though in fact I believe that the same argument applies to several other theories of content as well.

According to normative judgment internalism (NJI), normative judgments -- that is, judgments of the form 'I ought to F' and the like -- are "essentially practical", in the sense that they are in some way essentially connected to practical reasoning, or to motivation for action. Many metaethicists believe that if NJI is true, then it would cast grave doubts on any robustly realist (RR) conception of normative judgments. These metaethicists are mistaken. This mistake about the relations between NJI and RR seems to be due to hasty and undefended assumptions about the nature of belief. Any philosophical conception of belief that has the resources to deal with Frege's Puzzle (how to explain the apparent failures of referential transparency in belief ascriptions) will also have the resources to reconcile NJI and RR with respect to normative judgments.

Many philosophers have thought that colours or flavours or values are in some way less objective than shape or mass or motion. This paper explores the approach to capturing this thought that is based on the idea of ‘ response-dependence ’. First, it is argued that the conceptions of response-dependence developed by Mark Johnston, Philip Pettit and Crispin Wright fail to capture this thought adequately. Then, the rest of the paper proposes an alternative conception, based in part on Kit Fine's notion of " essence ", which looks more likely to succeed in capturing the thought adequately

This article proposes a new theory of rational decision, distinct from both causal decision theory (CDT) and evidential decision theory (EDT). First, some intuitive counterexamples to CDT and EDT are presented. Then the motivation for the new theory is given: the correct theory of rational decision will resemble CDT in that it will not be sensitive to any comparisons of absolute levels of value across different states of nature, but only to comparisons of the differences in value between the available options within states of nature; however, the correct theory will also resemble EDT in that it will rely on conditional probabilities (not unconditional probabilities). The new theory gives a prominent role to the notion of a “benchmark” for each state of nature, by comparison with which the value of the available options in that state of nature are measured, and so it has been called the Benchmark Theory (BT). It is argued that BT gives the right verdict on the cases that seem to be counterexamples to CDT and EDT. Finally, some objections to BT are considered and answered.

Intuitively, it seems that some belief-forming practices have the following three properties: 1. They are rational practices, and the beliefs that we form by means of these practices are themselves rational or justified beliefs. 2. Even if in most cases these practices reliably lead to correct beliefs (i.e., beliefs in true propositions), they are not infallible: it is possible for beliefs that are formed by means of these practices to be incorrect (i.e., to be beliefs in false propositions). 3. The rationality of these practices is basic or primitive. That is, the rationality of these practices is not due simply to the availability, by means of some process of reasoning that relies purely on other practices, of a rational or justified belief in the reliability of these practices. How can there be such practices? This paper offers an answer to that question.