In this book, T. M. Scanlon offers new answers to these questions, as they apply to the central part of morality that concerns what we owe to each other.
It is often claimed that irreducibly normative truths would have unacceptable metaphysical implications, and are incompatible with a scientific view of the world. The book argues, on the basis of a general account of the relevance of ontological questions, that this claim is mistaken. It is also a mistake to think that interpreting normative judgments as beliefs would make it impossible to explain their connection with action. An agent’s acceptance of a normative judgment can explain that agent’s subsequent action because (...) it is part of being a rational agent that such an agent’s beliefs about reasons normally, but not invariably, make a difference to the agent’s subsequent behavior. Because facts about reasons are not entities existing apart from us, there is no epistemological problem of how we can “be in touch with” such facts. There are serious worries about normative knowledge, but the problems involved are internal to the normative domain itself. The best solution to these problems would be an overall account of the domain of reasons in normative terms, supported by an argument from reflective equilibrium. But no existing account, constructivist, or based on desires or on an idea of rationality, is plausible, and no alternative is likely to succeed. Conclusions about reasons for action must rest on more piecemeal applications of the method of reflective equilibrium. (shrink)
Inequality is widely regarded as morally objectionable: T. M. Scanlon investigates why it matters to us. He considers the nature and importance of equality of opportunity, whether the pursuit of greater equality involves objectionable interference with individual liberty, and whether the rich can be said to deserve their greater rewards.
I will argue that a desert-based justification for treating a person in a certain way is a justification that holds this treatment to be justified simply by what the person is like and what he or she has done, independent of the fact that treating the person in this way will have good effects ; the fact that this treatment is called for by some institution or practice; or the fact that the person could have avoided being subject to this (...) treatment by choosing appropriately, and therefore cannot complain of it. I will explore the implications of this understanding of desert for the role of desert-based justifications of blame, punishment, and economic reward. (shrink)
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Argues that there is a puzzle about how our own thick concepts, which motivate us simply because they are our own, can be legitimated in any stronger sense than that, from a perspective which is not an “insider perspective.”.
We recall the notions of weak and strong Euler characteristics on a first order structure and make explicit the notion of a Grothendieck ring of a structure. We define partially ordered Euler characteristic and Grothendieck ring and give a characterization of structures that have non-trivial partially ordered Grothendieck ring. We give a generalization of counting functions to locally finite structures, and use the construction to show that the Grothendieck ring of the complex numbers contains as a subring the ring of (...) integer polynomials in continuum many variables. We prove the existence of a universal strong Euler characteristic on a structure. We investigate the dependence of the Grothendieck ring on the theory of the structure and give a few counter-examples. Finally, we relate some open problems and independence results in bounded arithmetic to properties of particular Grothendieck rings. (shrink)
The notion of a D-ring, generalizing that of a differential or a difference ring, is introduced. Quantifier elimination and a version of the Ax-Kochen-Eršov principle is proven for a theory of valued D-fields of residual characteristic zero.
We recall the notions of weak and strong Euler characteristics on a first order structure and make explicit the notion of a Grothendieck ring of a structure. We define partially ordered Euler characteristic and Grothendieck ring and give a characterization of structures that have non-trivial partially ordered Grothendieck ring. We give a generalization of counting functions to locally finite structures, and use the construction to show that the Grothendieck ring of the complex numbers contains as a subring the ring of (...) integer polynomials in continuum many variables. We prove the existence of a universal strong Euler characteristic on a structure. We investigate the dependence of the Grothendieck ring on the theory of the structure and give a few counter-examples. Finally, we relate some open problems and independence results in bounded arithmetic to properties of particular Grothendieck rings. (shrink)
This sense of attributability, or internality, is the quarry in many of Frankfurt's articles, and it has proved to be an elusive one. In this paper I want to explore, in a tentative fashion, the question of why we should be interested in finding this quarry. It seems to me that there are at least two quite distinct kinds of reason for this concern, and that when they are distinguished the problem may look less difficult than it has seemed.
The political and ideological turmoil of the late 1960's stimulated among Anglo-American philosophers a new interest in applying moral philosophy to the problems of contemporary society, and a search for critical perspectives on Marx and Marxist thought. These essays, originally published in Philosophy & Public Affairs, contribute to both these areas in the form of new Marxist scholarship and in illuminating the way in which Marxist criticism and social theory bear on contemporary analytic moral philosophy and current moral problems. Originally (...) published in 1980. The Princeton Legacy Library uses the latest print-on-demand technology to again make available previously out-of-print books from the distinguished backlist of Princeton University Press. These paperback editions preserve the original texts of these important books while presenting them in durable paperback editions. The goal of the Princeton Legacy Library is to vastly increase access to the rich scholarly heritage found in the thousands of books published by Princeton University Press since its founding in 1905. (shrink)
The notion of a D-ring, generalizing that of a differential or a difference ring, is introduced. Quantifier elimination and a version of the Ax-Kochen-Ersov principle is proven for a theory of valued D-fields of residual characteristic zero.
Knobe reports that subjects' judgments of whether an agent did something intentionally vary depending on whether the outcome in question was seen by them as good or as bad. He concludes that subjects' moral views affect their judgments about intentional action. This conclusion appears to follow only if different meanings of “intention” are overlooked.
§1. Introduction. With Hrushovski's proof of the function field Mordell-Lang conjecture [16] the relevance of geometric stability theory to diophantine geometry first came to light. A gulf between logicians and number theorists allowed for contradictory reactions. It has been asserted that Hrushovski's proof was simply an algebraic argument masked in the language of model theory. Another camp held that this theorem was merely a clever one-off. Still others regarded the argument as magical and asked whether such sorcery could unlock the (...) secrets of a wide coterie of number theoretic problems.In the intervening years each of these prejudices has been revealed as false though such attitudes are still common. The methods pioneered in [16] have been extended and applied to a number of other problems. At their best, these methods have been integrated into the general methods for solving diophantine problems. Moreover, the newer work suggests limits to the application of model theory to diophantine geometry. For example, all such known applications are connected with commutative algebraic groups. This need not be an intrinsic restriction, but its removal requires serious advances in the model theory of fields. (shrink)
We point out that a certain complex compact manifold constructed by Lieberman has the dimensional order property, and has U-rank different from Morley rank. We also give a sufficient condition for a Kahler manifold to be totally degenerate (that is, to be an indiscernible set, in its canonical language) and point out that there are K3 surfaces which satisfy these conditions.
Die Reihe "Philosophie und Politik" gibt der praktischen Politik Impulse aus der politischen Philosophie. Führende Politikerinnen und Politiker der deutschen Sozialdemokratie antworten auf die Anstöße aus philosophischer Sicht. Thomas M. Scanlon diskutiert in dem Band die Bedingungen, unter denen Gleichheit politisch relevant und ethisch begründet ist. Scanlon ist einer der profiliertesten zeitgenössischen Philosophen im Bereich der Ethik und der politischen Theorie. Er zählt zu den so genannten New Contractarians, also den Theoretikern, die mit und gegen John Rawls Gerechtigkeitstheorie zur Renaissance (...) des Vertragsargumentes in der politischen Philosophie beigetragen haben. Damit wurde eine Denkfigur wiederbelebt, die am Beginn der modernen europäischen Demokratie steht, die die Begründung politischer Ordnungen an individuelle Rationalität bindet und alle Bürger als gleiche und freie einbezieht. (shrink)
A short interview with Thomas Scanlon about his contractualist moral theory. (Note: A revised and expanded version appears in Conversations on Ethics, OUP 2009).
