Leibniz' Bedeutung für die Entwicklung der amerikanischen Philosophie ist bisher wenig erforscht worden. In diesem Aufsatz untersuche ich den Beitrag zweier amerikanischer Idealisten der Mitte des 19. Jahrhunderts zur Leibniz-Forschung. Der erstere, Frederic Henry Hedge, ein enger Mitarbeiter Emersons und eine zentrale Figur der transcendentalist movement, legte die erste Übersetzung der Monadologie ins Englische vor und schrieb die erste wichtige wissenschaftliche Abhandlung über Leibniz in einer amerikanischen Zeitschrift. Der zweite, H. A. P. Torrey, von prägendem Einfluß auf die Gedanken John (...) Deweys, schrieb eine Reihe kritischer Essays zur Théodicée, die Auswirkungen auf Deweys Buch über Leibniz hatten. In diesem Aufsatz gebe ich eine Überblick der Arbeiten von Hedge und Torrey, bewerte ihre Arbeiten zu Leibniz und untersuche einige Aspekte ihres Einflusses auf das amerikanische Denken. Ich folgere, daß Leibniz' Einfluß auf die amerikanische Philosophie größer ist als allgemein angenommen und schlage weitere Forschungsmöglichkeiten vor. (shrink)

Recent studies using functional magnetic resonance imaging of patients in a vegetative state have raised the possibility that such patients retain some degree of consciousness. In this paper, the ethical implications of such findings are outlined, in particular in relation to decisions about withdrawing life-sustaining treatment. It is sometimes assumed that if there is evidence of consciousness, treatment should not be withdrawn. But, paradoxically, the discovery of consciousness in very severely brain-damaged patients may provide more reason to let them die. (...) Although functional neuroimaging is likely to play an increasing role in the assessment of patients in a vegetative state, caution is needed in the interpretation of neuroimaging findings. (shrink)

I present an annotated development of the basic ideas of the Geneva School approach to the foundations of physics and the structures which emerge as mathematical representations of the physically dual notions of state and property.

Due Process is one of the most interesting and conceptually challenging areas of the common law, and in recent years there has been a major revival of interest in the sheer range and applicability of the term. In this major new book, the author of the widely admired Discretionary Powers offers a study of the underlying principles of due process and fair procedures, and sets the discussion within a broad comparative and theoretical framework. In landmark decisions such as Ridge v. (...) Baldwin the courts in Britain and other parts of the Commonwealth have begun to recognize the importance of procedural fairness across a broad spectrum of official powers and decisions. Principles have begun to emerge, and yet the courts have not yet developed an approach which is entirely adequate to the task. In this timely book, the author traces the development of these principles within a framework which includes analysis and critique of legal developments in the major common law jurisdictions, and which relates these developments to similar ideas under both the European Convention on Human Rights and the American Constitution. Original, scholarly and thought-provoking, this major new study will be required reading for lawyers with interests in public law, civil and criminal procedure, civil liberties, legal theory and comparative law. (shrink)

The foundation of the mathematical theory of probabilities is still a controversial subject. There are schools of insufficient reasoning and of cogent reasoning, of a priori determination and of frequency determination, of subjective and of objective probability. Two main difficulties exist. The first is the definition of equally like events. The second difficulty is the relation between the laws of causal natural science and the laws of statistical regularity. Is it really necessary to add to the laws of mechanics one (...) or more independent “laws of large numbers” to explain the regularities in dice throwing? In all these cases different answers exist, and the existence of a mathematical theory of probabilities remains a kind of miracle, as esoteric to the further domain of natural science as the resurrection of the dead. (shrink)

An appropriate kind of curved Hilbert space is developed in such a manner that it admits operators of $\mathcal{C}$ - and $\mathfrak{D}$ -differentiation, which are the analogues of the familiar covariant and D-differentiation available in a manifold. These tools are then employed to shed light on the space-time structure of Quantum Mechanics, from the points of view of the Feynman ‘path integral’ and of canonical quantisation. (The latter contains, as a special case, quantisation in arbitrary curvilinear coordinates when space is (...) flat.) The influence of curvature is emphasised throughout, with an illustration provided by the Aharonov-Bohm effect. (shrink)