My 1998: 78–81 contains an argument against tensed facts, like the fact that it’s raining now, which exist at some times like 1 January 2010 and not others. ‘Facts’ here means truthmakers, not facts in the trivial sense defined by the equivalence principle EP: For all P, P is a fact iff the proposition ‘P’ is true, in which no one can deny the existence of tensed facts. The argument, which I’ll call TA, may be summarized as follows, where a (...) B-theory of time is one that says there are not, and an A-theory one that says there are, tensed truthmakers. B- theory: Any tensed ‘P’ is made true at any time t by the tenseless fact P-at- t. So: ‘P’ has as many truthmakers as there are times. A-theory: ‘P’ is made true by the tensed fact P, which exists at some but not all t. So: ‘P’ has only one truthmaker, P. So: P makes all tokens of ‘P’ true now. So: P makes tokens of ‘P’ at times when P didn’t exist true now, which is absurd. TA: So: P only makes present tokens of ‘P’ true. So: tokens of ‘P’ at any time t are true iff P exists at t, i.e. ‘P’ is made true at any time t by the tenseless fact P-at- t. So: there are no tensed facts. Max Creswell and Adriane Rini have now produced a modal analogue of TA, which I’ll call MA, whose conclusion is that there are no contingent facts, like the fact that I live in Cambridge, and which may be summarized as follows: Modal realism: Any contingent ‘P’ is made true in any world …. (shrink)

Adequate treatment of pain is essential to alleviate suffering, yet studies show that patients with terminal or serious illness receive inadequate pain relief. In the case of terminally ill patients, adequate palliation of pain may be likely to reduce requests for physician-assisted suicide. This issue of the journal addresses barriers to effective pain relief and suggests how treatment of pain can be improved. The symposium features the Pain Relief Act, which is designed to provide practitioners who prescribe controlled substances for (...) pain with protection from inappropriate legal sanctions. The Act is the product of the Project on Legal Constraints on Access to Effective Pain Relief, whose principal investigators were Nancy Neveloff Dubler, LL.B., Sandra H. Johnson, J.D., LL.M., Robert J. Levine, M.D., and Benjamin W. Moulton, J.D., M.P.H.The Project was supported by the Mayday Fund and the Emily Davie and Joseph S. Kornfeld Foundation. (shrink)

Adequate treatment of pain is essential to alleviate suffering, yet studies show that patients with terminal or serious illness receive inadequate pain relief. In the case of terminally ill patients, adequate palliation of pain may be likely to reduce requests for physician-assisted suicide. This issue of the journal addresses barriers to effective pain relief and suggests how treatment of pain can be improved. The symposium features the Pain Relief Act, which is designed to provide practitioners who prescribe controlled substances for (...) pain with protection from inappropriate legal sanctions. The Act is the product of the Project on Legal Constraints on Access to Effective Pain Relief, whose principal investigators were Nancy Neveloff Dubler, LL.B., Sandra H. Johnson, J.D., LL.M., Robert J. Levine, M.D., and Benjamin W. Moulton, J.D., M.P.H.The Project was supported by the Mayday Fund and the Emily Davie and Joseph S. Kornfeld Foundation. (shrink)

COLERIDGE AS PHILOSOPHER by JOHN H. MUIRHEAD M. A., GLASGOW AND OXFORD LL. D., GLASGOW AND CALIFORNIA EMERITUS PROFESSOR OF PHILOSOPHY IN THE UNIVERSITY OF..

Comparative analysis of Koranic ethics and those of the Prophet Muḥammad recorded in Hadith literature.

Jebb in outlining the differences between ancient and modem oratory maintains that while modern orators try to give the impression that their speeches are extempore, the Greeks polished their speeches with fastidious care and were not ashamed to admit laboured preparation. This view, which is widely held, needs considerable qualification. The purpose of this article is.

Was Isocrates influenced by Thudydides? Wilamowitz at first suspended judgement and later decided he was not, but he did not go into the question. Attempts have since been made to prove close and direct influence. The question assumes greater interest and importance because of the immense influence of rhetoric on the writing of history in the fourth century and of the generally accepted tradition that Isocrates’ pupils included well-known historians like Ephorus, Theopompus, and the ‘Atthis’ writer Androtion.

The Logic of Partial Terms LPT is a strict negative free logic that provides an economical framework for developing many traditional mathematical theories having partial functions. In these traditional theories, all functions and predicates are strict. For example, if a unary function (predicate) is applied to an undefined argument, the result is undefined (respectively, false). On the other hand, every practical programming language incorporates at least one nonstrict or lazy construct, such as the if-then-else, but nonstrict functions cannot be either (...) primitive or introduced in definitional extensions in LPT. Consequently, lazy programming language constructs do not fit the traditional mathematical mold inherent in LPT. A nonstrict (positive free) logic is required to handle nonstrict functions and predicates. Previously developed nonstrict logics are not fully satisfactory because they are verbose in describing strict functions (which predominate in many programming languages), and some logicians find their semantics philosophically unpalatable. The newly developed Lazy Logic of Partial Terms LL is as concise as LPT in describing strict functions and predicates, and strict and nonstrict functions and predicates can be introduced in definitional extensions of traditional mathematical theories. LL is "built on top of" LPT, and, like LPT, admits only one domain in the semantics. In the semantics, for the case of a nonstrict unary function h in an LL theory T, we have $\models_T h(\perp) = y \longleftrightarrow \forall x(h(x) = y)$ , where $\perp$ is a canonical undefined term. Correspondingly, in the axiomatization, the "indifference" (to the value of the argument) axiom $h(\perp) = y \longleftrightarrow \forall x(h(x) = y)$ guarantees a proper fit with the semantics. The price paid for LL's naturalness is that it is tailored for describing a specific area of computer science, program specification and verification, possibly limiting its role in explicating classical mathematical and philosophical subjects. (shrink)