Berkeley's philosophy has been much studied and discussed over the years, and a growing number of scholars have come to the realization that scientific and mathematical writings are an essential part of his philosophical enterprise. The aim of this volume is to present Berkeley's two most important scientific texts in a form which meets contemporary standards of scholarship while rendering them accessible to the modern reader. Although editions of both are contained in the fourth volume of the Works, these lack (...) adequate introductions and do not provide com plete and corrected texts. The present edition contains a complete and critically established text of both De Motu and The Analyst, in addi tion to a new translation of De Motu. The introductions and notes are designed to provide the background necessary for a full understanding of Berkeley's account of science and mathematics. Although these two texts are very different, they are united by a shared a concern with the work of Newton and Leibniz. Berkeley's De Motu deals extensively with Newton's Principia and Leibniz's Specimen Dynamicum, while The Analyst critiques both Leibnizian and Newto nian mathematics. Berkeley is commonly thought of as a successor to Locke or Malebranche, but as these works show he is also a successor to Newton and Leibniz. (shrink)

Although many physicians have been using the internet for both clinical and social purposes for years, recently concerns have been raised regarding blurred boundaries of the profession as a whole. In both the news media and medical literature, physicians have noted there are unanswered questions in these areas, and that professional self-regulation is needed. This report discusses the ethical implications of physicians’ nonclinical use of the internet, including the use of social networking sites, blogs, and other means to post content (...) online. It does not address the clinical use of the internet, such as telemedicine, e-prescribing, online clinical consultations, health-related websites, use of electronic media for clinical collaboration, and e-mailing patients (some of which are already covered in the AMA’s Code of Medical Ethics). (shrink)

This section is a discussion of Joseph Raz's Conception of Normativity introduced by Georgios Pavlakos.

Does cross-cultural philosophy stand in need of a hermeneutical expansion? In engaging with this question, the symposium focuses upon methodological issues salient to cross-cultural inquiry. Douglas L. Berger lays out the ground for the debate by arguing for a methodological approach, which is able to rectify the discipline’s colonial legacies and bridge the hermeneutical distance with its objects of study. From their own perspectives, Hans-Georg Moeller, Paul Roth and A. Raghuramaraju analyze whether such a processual and hermeneutically-sensitive approach can (...) indeed open up new hermeneutic horizons. Their responses shed light upon cross-cultural philosophy’s continued embedment in Euroamerican professional philosophy and how the locality of its knowledge-seeking endeavors may indeed have repercussions on attempts to bridge temporal and spatial distances. (shrink)

`The critic explicitly acknowledges his dependence on prior words that make his word a kind of answer. He calls to other texts "that they might answer him."' _Geoffrey Hartman_ is the first book devoted to an exploration of the `intellectual poetry' of the critic who, whether or not he `represents the future of the profession', is a unique and major voice in twentieth-century criticism. Professor Atkins explains clearly Hartman's key ideas and places his work in the contexts of Romanticism and (...) Judaism on which he has written extensively. In _Geoffrey Hartman_ he provides a valuable introduction to a major critical voice who has called into question our assumptions about the distinction between commentary and imaginative literature. (shrink)

Intuitive theology.--The theology of the Hebrews.--Christian theology.--Christian belief.

We investigate notions of randomness in the space ${{\mathcal C}(2^{\mathbb N})}$ of continuous functions on ${2^{\mathbb N}}$ . A probability measure is given and a version of the Martin-Löf test for randomness is defined. Random ${\Delta^0_2}$ continuous functions exist, but no computable function can be random and no random function can map a computable real to a computable real. The image of a random continuous function is always a perfect set and hence uncountable. For any ${y \in 2^{\mathbb N}}$ , (...) there exists a random continuous function F with y in the image of F. Thus the image of a random continuous function need not be a random closed set. The set of zeroes of a random continuous function is always a random closed set. (shrink)

We posit that the weight a person assigns a moral principle is not stable between ideal, or un-contextual assessments and the weight the same moral principle is allocated when applied in a contextual dilemma. Second, we postulate that past behavior is the best predictor of future behavior or judgment. Results indicate that the importance of moral principles is dynamic and that patterned moral behavior is a significant predictor of moral judgments.

Peter Abelard (1079–1142 ce) was the most wide‐ranging philosopher of the twelfth century. He quickly established himself as a leading teacher of logic in and near Paris shortly after 1100. After his affair with Heloise, and his subsequent castration, Abelard became a monk, but he returned to teaching in the Paris schools until 1140, when his work was condemned by a Church Council at Sens. His logical writings were based around discussion of the “Old Logic”: Porphyry's Isagoge, aristotle'S Categories and (...) On Interpretation and boethius'S textbook on topical inference. They comprise a freestanding Dialectica (“Logic”; probably c.1116), a set of commentaries (known as the Logica [Ingredientibus], c. 1119) and a later (c. 1125) commentary on the Isagoge (Logica Nostrorum Petititoni Sociorum or Glossulae). In a work Abelard called his Theologia, issued in three main versions (between 1120 and c.1134), he attempted a logical analysis of trinitarian relations and explored the philosophical problems surrounding God's claims to omnipotence and omniscience. The Collationes (“Debates,” also known as “Dialogue between a Christian, a Philosopher and a Jew”; probably c.1130) present a rational investigation into the nature of the highest good, in which the Christian and the Philosopher (who seems to be modeled on a philosopher of pagan antiquity) are remarkably in agreement. The unfinished Scito teipsum (“Know thyself,” also known as the “Ethics”; c.1138) analyses moral action. (shrink)

We acknowledge the limitations in measures of moral reasoning and pursue an alternative technique by investigating past behaviors as they relate to present behavioral intentions. Our purpose is to evaluate the merits of patterned normative behavior for predicting present and future, morally relevant outcomes. Participants completed a policy capturing experimental design responding to questions that orthogonally varied the situational nature of the decision context. Results indicate that past normative behaviors are significantly and directly related to ethical behavioral intentions. Moreover, they (...) moderate the relationships between situational factors and intended outcomes as well as moral reasoning and intended outcomes. (shrink)

International Commentary on Evidence, 2006 Vol. 4, Issue 2, 1-47 . [link to online version posted].

In this first modern, critical assessment of the place of mathematics in Berkeley's philosophy and Berkeley's place in the history of mathematics, Douglas M. Jesseph provides a bold reinterpretation of Berkeley's work.

This little book is an interesting collection, though one that may not appeal to those who conceive “philosophy” narrowly. The essays are drawn from a conference celebrating the 300th anniversary of Berkeley’s birth, and are both historical and philosophical in nature. Throughout the book the scholarship seems to be of high order, and the writing and argument are clear.

This little book is an interesting collection, though one that may not appeal to those who conceive “philosophy” narrowly. The essays are drawn from a conference celebrating the 300th anniversary of Berkeley’s birth, and are both historical and philosophical in nature. Throughout the book the scholarship seems to be of high order, and the writing and argument are clear.

The dissertation is a detailed analysis of Berkeley's writings on mathematics, concentrating on the link between his attack on the theory of abstract ideas and his philosophy of mathematics. Although the focus is on Berkeley's works, I also trace the important connections between Berkeley's views and those of Isaac Barrow, John Wallis, John Keill, and Isaac Newton . The basic thesis I defend is that Berkeley's philosophy of mathematics is a natural extension of his views on abstraction. The first chapter (...) is devoted to a consideration of Berkeley's treatment of abstraction, including his arguments against the doctrine of abstract ideas and his own account of how the explanatory ideas traditionally assigned to abstract ideas can be filled by a non-abstractionist account of human knowledge. In chapter two I investigate the details of Berkeley's proposed new foundations for geometry, showing how his rejection of abstract ideas led him to a critique of the traditional conception of geometry . Of particular importance in this context is Berkeley's denial of infinite divisibility and his attempts to show that a satisfactory account of geometry does not require that geometric magnitudes be infinitely divisible. Chapter three is concerned with Berkeley's treatment of arithmetic and algebra. Here I argue that Berkeley's denial of the claim that arithmetic is the science of abstract ideas of number ultimately results in his advocacy of a strongly nominalistic conception of arithmetic which has strong similarities to modern fomalism. In chapter four I discuss Berkeley's famous critique of the calculus in The Analyst and other works, concluding that his criticism of the calculus is essentially correct, although his attempted explanation of the success of infinitesimal methods is unconvincing. (shrink)

The editors have put together an interesting and important collection of twelve essays that trace the development of explanations of the human body that appeal to machines and other technological artefacts. Although the focus of the book is ancient authors, with the oldest being Homer and Pindar, the last essay reaches into the eighteenth century, at which point there are no longer mere analogies between human bodies and machines but a conception of the human body as something mechanized. The essays (...) are put together in such a way that emphasizes the early-modern conception as the terminus of the ancient mode of inquiry. (shrink)

George P. Fletcher, Basic Concepts of Criminal Law New York: Oxford University Press, 1998, xi + 223 pp.