The 'Art of Life' is John Stuart Mill's name for his account of practical reason. In this volume, eleven leading scholars elucidate this fundamental, but widely neglected, element of Mill's thought. Mill divides the Art of Life into three 'departments': 'Morality, Prudence or Policy, and Æsthetics'. In the volume's first section, Rex Martin, David Weinstein, Ben Eggleston, and Dale E. Miller investigate the relation between the departments of morality and prudence. Their papers ask whether Mill is a rule utilitarian and, (...) if so, whether his practical philosophy must be incoherent. The second section contains papers by Jonathan Riley and Wendy Donner, who explore the relation between the departments of morality and aesthetics. They discuss issues ranging from supererogation to aesthetic pleasure and humanity's relationship with nature. -/- The papers in the third section consider the Art of Life's axiological first principle, the principle of utility. Elijah Millgram contends that Mill's own life refutes his claim that the Art of Life has a single axiological first principle. Philip Kitcher maintains that Mill has a dynamic axiology requiring us to continually refine our conception of the good. In the final section, three papers address what it means to put the Art of Life into practice. Robert Haraldsson locates an 'Art of Ethics' in On Liberty that is in tension with the Art of Life. Nadia Urbinati plumbs the classical roots of Mill's view of the good life. Finally, Colin Heydt develops Mill's suggestion that we regard our own lives as works of art. (shrink)
This paper explores the influence of social categories on the perceived trade-off between a relatively bad but equal distribution of resources between two parties and a profit maximizing yet unequal one. Studies 1 and 2 showed that people prefer to maximize profitswhen interacting within their social category, but chose not to maximize individual and joint profits when interacting across social categories. Study 3 demonstrated that outside observers, who were not members of the focal social categories, also were less likely to (...) maximize profits when resources were distributed across social category lines. Study 4 showed that the transaction utility of maximizing profits required greater compensation when resources were distributed across, in contrast to within social categories. We discuss the ethical implications of these decision making biases in the context of organizations. (shrink)
In this article, I argue that the reading of Mill that D.G. Brown presents in ‘Mill’s Moral Theory: Ongoing Revisionism’ is inconsistent with several key passages in Mill’s writings. I also show that a rule-utilitarian interpretation that is very close to the one developed by David Lyons is able to account for these passages without difficulty.
In a recent article in Ethics, Elijah Millgram presents a novel reconstruction of J. S. Mill's ‘proof’ of the principle of utility. Millgram's larger purpose is to critique instrumentalist approaches to practical reasoning. His reading of the proof makes Mill out to be an instrumentalist, and Millgram thinks that the ultimate failure of Mill's argument usefully illustrates an inconsistency inherent in instrumentalism. Yet Millgram's interpretation of the proof does not succeed. Mill is not an instrumentalist. Millgram may be right that (...) instrumentalism is incoherent, but he has chosen the wrong figure to illustrate the point. (shrink)
In 'Axiological Actualism' Josh Parsons argues that 'axiological actualism', which is 'the doctrine that ethical theory should refrain from assigning levels of welfare, or preference orderings, or anything of the sort to merely possible people', lends plausibility to 'the converse intuition'. This is the proposition that 'the welfare a person would have, were they actual, can give us a reason not to bring that person into existence'. I show that Parsons's argument delivers less than he promises. It could be convincing (...) only to actualists who hold certain views about normative ethics, and could at most convince them to heed the converse intuition only under certain circumstances. (shrink)
Insofar as John Stuart Mill can be accurately described as a socialist, his is a socialism that a classical liberal ought to be able to live with, if not to love. Mill's view is that capitalist economies should at some point undergo a `spontaneous' and incremental process of socialization, involving the formation of worker-controlled `socialistic' enterprises through either the transformation of `capitalistic' enterprises or creation de novo. This process would entail few violations of core libertarian principles. It would proceed by (...) way of a series of voluntary transactions. Capitalists' property rights would be respected throughout. The process would take place within a national system of laws that permits private ownership of productive property and competition, and would not result in that system's overthrow. And, if we accept some basic tenets of Mill's social philosophy, the outcome at which we should expect the process to arrive is a `patchwork' economy in which capitalistic and socialistic enterprises exist side by side. Key Words: Ludwig von Mises • John Stuart Mill • socialism • capitalism • worker control. (shrink)
This book contains new essays in honor of Melvin J. Lerner, a pioneer in the psychological study of justice. The contributors to this volume are internationally renowned scholars from psychology, business, and law. They examine the role of justice motivation in a wide variety of contexts, including workplace violence, affirmative action programs, helping or harming innocent victims and how people react to their own fate. Contributors explore fundamental issues such as whether people's interest in justice is motivated by self-interest or (...) a genuine concern for the welfare of others, when and why people feel a need to punish transgressors, how a concern for justice emerges during the development of societies and individuals, and the relation of justice motivation to moral motivation. How an understanding of justice motivation can contribute to the amelioration of major social problems is also examined. (shrink)
Mill's discussion of ‘the internal sanction’ in chapter III of Utilitarianism does not do justice to his understanding of internal sanctions; it omits some important points and obscures others. I offer an account of this portion of his moral psychology of motivation which brings out its subtleties and complexities. I show that he recognizes the importance of internal sanctions as sources of motives to develop and perfect our characters, as well as of motives to do our duty, and I examine (...) in some detail the various ways in which these sanctions give rise to motivating desires and aversions. (shrink)
A structure which generalizes formulas by including substitution terms is used to represent proofs in classical logic. These structures, called expansion trees, can be most easily understood as describing a tautologous substitution instance of a theorem. They also provide a computationally useful representation of classical proofs as first-class values. As values they are compact and can easily be manipulated and transformed. For example, we present an explicit transformations between expansion tree proofs and cut-free sequential proofs. A theorem prover which represents (...) proofs using expansion trees can use this transformation to present its proofs in more human-readable form. Also a very simple computation on expansion trees can transform them into Craig-style linear reasoning and into interpolants when they exist. We have chosen a sublogic of the Simple Theory of Types for our classical logic because it elegantly represents substitutions at all finite types through the use of the typed -calculus. Since all the proof-theoretic results we shall study depend heavily on properties of substitutions, using this logic has allowed us to strengthen and extend prior results: we are able to prove a strengthen form of the firstorder interpolation theorem as well as provide a correct description of Skolem functions and the Herbrand Universe. The latter are not straightforward generalization of their first-order definitions. (shrink)
