The distinguished philosopher Robert M. Adams presents a major work on virtue, which is once again a central topic in ethical thought. A Theory of Virtue is a systematic, comprehensive framework for thinking about the moral evaluation of character. Many recent attempts to stake out a place in moral philosophy for this concern define virtue in terms of its benefits for the virtuous person or for human society more generally. In Part One of this book Adams presents and (...) defends a conception of virtue as intrinsic excellence of character, worth prizing for its own sake and not only for its benefits. In the other two parts he addresses two challenges to the ancient idea of excellence of character. One challenge arises from the importance of altruism in modern ethical thought, and the question of what altruism has to do with intrinsic excellence. Part Two argues that altruistic benevolence does indeed have a crucial place in excellence of character, but that moral virtue should also be expected to involve excellence in being for other goods besides the well-being (and the rights) of other persons. It explores relations among cultural goods, personal relationships, one's own good, and the good of others, as objects of excellent motives. The other challenge, the subject of Part Three of the book, is typified by doubts about the reality of moral virtue, arising from experiments and conclusions in social psychology. Adams explores in detail the prospects for an empirically realistic conception of excellence of character as an object of moral aspiration, endeavor, and education. He argues that such a conception will involve renunciation of the ancient thesis of the unity or mutual implication of all virtues, and acknowledgment of sufficient 'moral luck' in the development of any individual's character to make virtue very largely a gift, rather than an individual achievement, though nonetheless excellent and admirable for that. (shrink)
The problem of evil is one of the most discussed topics in the philosophy of religion. For some time, however, there has been a need for a collection of readings that adequately represents recent and ongoing writing on the topic. This volume fills that need, offering the most up-to-date collection of recent scholarship on the problem of evil. The distinguished contributors include J.L. Mackie, Nelson Pike, Roderick M. Chisholm, Terence Penelhum, Alvin Plantinga, William L. Rowe, Stephen J. Wykstra, John Hick, (...) and Diogenes Allen. Including an introductory essay and a selected bibliography, this comprehensive and completely up-to-date collection is an invaluable guide to current scholarship in this highly debated area of the philosophy of religion. Oxford Readings in Philosophy aims to bring together important recent writings in major areas of philosophical inquiry, selected from a variety of sources, mostly periodicals, which may not be conveniently available. (shrink)
The increase in corporate malfeasance has lead to a rising interest in Business Ethics in general and a particular focus on Business Ethics as an academic field, but the proliferation of Business Ethics as an academic field on a global scale is not yet as well known. This paper forms part of the global survey of Business Ethics that has been commissioned to gain a better understanding of the prevalence and scope of teaching, training and research in the field of (...) Business Ethics. The paper provides a summary of the survey and research results regarding the current status of Business Ethics as an academic field in the East African region. The findings lead to a conclusion that Business Ethics has gained momentum and is having an increased presence in the region, but that it is far from well established as an academic field. (shrink)
LetL(K) denote the lattice (ordered by inclusion) of quasivarieties contained in a quasivarietyK and letD 2 denote the variety of distributive (0, 1)-lattices with 2 additional nullary operations. In the present paperL(D 2) is described. As a consequence, ifM+N stands for the lattice join of the quasivarietiesM andN, then minimal quasivarietiesV 0,V 1, andV 2 are given each of which is generated by a 2-element algebra and such that the latticeL(V 0+V1), though infinite, still admits an easy and nice description (...) (see Figure 2) while the latticeL(V 0+V1+V2), because of its intricate inner structure, does not. In particular, it is shown thatL(V 0+V1+V2) contains as a sublattice the ideal lattice of a free lattice with free generators. Each of the quasivarietiesV 0,V 1, andV 2 is generated by a 2-element algebra inD 2. (shrink)
The Birkhoff-Maltsev problem asks for a characterization of those lattices each of which is isomorphic to the lattice L(K) of all subquasivarieties for some quasivariety K of algebraic systems. The current status of this problem, which is still open, is discussed. Various unsolved questions that are related to the Birkhoff-Maltsev problem are also considered, including ones that stem from the theory of propositional logics.