Originally published in 1963.This volume provides a rigorous interpretation that portrays science and religion in their actualities as personal, communal and cultural phenomena involving different concerns, conceptions and modes of inquiry. The role of key aspects of their life and thought are investigated. They are found to be remarkably alike and their basic differences, far from making them mutually exclusive, reveal them as potentially complimentary and mutually helpful.

Against the common assumption that modern medicine is altogether secular and scientific, this article argues that the practice of medicine manifests characteristic features of religion. This exposition is predicated upon a delineation of the phenomenological characteristics of religion and upon a critical analysis of the ways scientific medicine does or does not manifest these characteristics. Insofar as medical practice is unknowingly religious, that practice can cause harm and delusion. An acknowledgment that scientific medicine embodies features of religion is a beginning (...) point for scholarly reflection, criticism, and research from a variety of academic perspectives. (shrink)

The author argues that to explore what is distinctly Christian about Christian bioethics requires clarity about what is Christian. He distinguishes between the Christian (that which can be identified as authentically Christian), Christianity (the sum of that which is authentically Christian), and ecclesiastical traditions (the historic communities of faith and practice that are predicated upon both Christian and extra-Christian tradition) to critically assess what is to be declared Christian. In addition to exploring the role of New Testament scripture in identifying (...) the Christian, the author emphasizes the need to recognize the extent to which the content of Christianity is Hebraic and Jewish. (shrink)

With the growth of precision medicine research on health data and biospecimens, research institutions will need to build and maintain long-term, trusting relationships with patient-participants. While trust is important for all research relationships, the longitudinal nature of precision medicine research raises particular challenges for facilitating trust when the specifics of future studies are unknown. Based on focus groups with racially and ethnically diverse patients, we describe several factors that influence patient trust and potential institutional approaches to building trustworthiness. Drawing on (...) these findings, we suggest several considerations for research institutions seeking to cultivate long-term, trusting relationships with patients: Address the role of history and experience on trust, engage concerns about potential group harm, address cultural values and communication barriers, and integrate patient values and expectations into oversight and governance structures. (shrink)

With this issue we initiate the policy of expanding the scope of Tulane Studies in Philosophy to include, in addition to the work of members of the department, contributions from philosophers who have earned advanced degrees from Tulane and who are now teaching in other colleges and universities. The Editor THE LOGIC OF OUR LANGUAGE ROBERT L. ARRINGTON Wittgenstein wrote in the Tractatus that "logic is not a body of doctrine, but a mirror-image of the world. " 1 In line (...) with his suggestion that a proposition is a 'picture', Wittgenstein argued that propositions 'show' the logical structure of the real. He was insistent, however, that "the apparent logical form of a proposition need not be its real one. " 2 As a result of this we can misunderstand the structure of fact. Philosophical problems arise just when "the logic of our language is mis understood. " 3 It is common knowledge that much of this view of logic was rejected by Wittgenstein himself in the Philosophical Investi gations. There we are told that language has no ideal or sublime 4 logic which mirrors the structure of the extra-linguistic world. Consequently, inferences from the structure of language to the structure of that extra-linguistic world are invalid. Reality can be 'cut up' in any of a number of ways by language. Wittgenstein adopted a view of philosophy which would render that discipline a non-explanatory, non-critical study of the multiple ways in which language can be used. (shrink)

This paper and its sequel “look under the hood” of the usual sorts of proof-theoretic systems for certain well-known intuitionistic and classical propositional modal logics. Section 1 is preliminary. Of most importance: a marked formula will be the result of prefixing a formula in a propositional modal language with a step-marker, for this paper either 0 or 1. Think of 1 as indicating the taking of “one step away from 0.” Deductions will be constructed using marked formulas. Section 2 presents (...) the model-theoretic concepts, based on those in [7], that guide the rest of this paper. Section 3 presents Natural Deduction systems IK and CK, formalizations of intuitionistic and classical one-step versions of K. In these systems, occurrences of step-markers allow deductions to display deductive structure that is covered over in familiar “no step” proof-theoretic systems for such logics. Box and Diamond are governed by Introduction and Elimination rules; the familiar K rule and Necessitation are derived (i.e. admissible) rules. CK will be the result of adding the 0-version of the Rule of Excluded Middle to the rules which generate IK. Note: IK is the result of merely dropping that rule from those generating CK, without addition of further rules or axioms (as was needed in [7]). These proof-theoretic systems yield intuitionistic and classical consequence relations by the obvious definition. Section 4 provides some examples of what can be deduced in IK. Section 5 defines some proof-theoretic concepts that are used in Section 6 to prove the soundness of the consequence relation for IK (relative to the class of models defined in Section 2.) Section 7 proves its completeness (relative to that class). Section 8 extends these results to the consequence relation for CK. (Looking ahead: Part 2 will investigate one-step proof-theoretic systems formalizing intuitionistic and classical one-step versions of some familiar logics stronger than K.). (shrink)

Carnap, R. Empiricism, semantics, and ontology.--Quine, W. V. Two dogmas of empiricism. Meaning and translation.--Sellars, W. Empiricism and the philosophy of mind.--Putnam, H. Brains and behaviour.--Popper, K. R. Science: conjectures and refutations.--Feyerabend, P. K. Science without experience. How to be a good empiricist--a plea for tolerance in matters epistemological.--Kuhn, T. S. Incommensurability and paradigms.--Hesse, M. Duhem, Quine and a new empiricism.--Chomsky, N. Recent contributions to the theory of innate ideas.--Putnam, H. The innateness hypothesis and explanatory models in linguistics.--Goodman, N. The (...) epistemological argument.--Quine, W. V. Linguistics and philosophy.--Edgley, R. Chomsky's theory of innate ideas.--Fodor, J. A. Methodological arguments for behaviorism.--Chomsky, N. Some empirical assumptions in modern philosophy of language.--Annotated bibliography (p. 319-326). (shrink)

Part 1 [Hodes, 2021] “looked under the hood” of the familiar versions of the classical propositional modal logic K and its intuitionistic counterpart. This paper continues that project, addressing some familiar classical strengthenings of K and GL), and their intuitionistic counterparts. Section 9 associates two intuitionistic one-step proof-theoretic systems to each of the just mentioned intuitionistic logics, this by adding for each a new rule to those which generated IK in Part 1. For the systems associated with the intuitionistic counterparts (...) of D and T, these rules are “pure one-step”: their schematic formulations does not use □ or ♢. For the systems associated with the intuitionistic counterparts of K4, etc., these rules meet these conditions: neither □ nor ♢ is iterated; none use both □ and ♢. The join of the two systems associated with each of these familiar logics is the full one-step system for that intuitionistic logic. And further “blended” intuitionistic systems arise from joining these systems in various ways. Adding the 0-version of Excluded Middle to their intuitionistic counterparts yields the one-step systems corresponding to the familiar classical logics. Each proof-theoretic system defines a consequence relation in the obvious way. Section 10 examines inclusions between these consequence relations. Section 11 associates each of the above consequence relations with an appropriate class of models, and proves them sound with respect to their appropriate class. This allows proofs of some failures of inclusion between consequence relations. Section 12 proves that the each consequence relation is complete or weakly complete, that relative to its appropriate class of models. The Appendix presents three further results about some of the intuitionistic consequence relations discussed in the body of the paper. For Keywords, see Part 1. (shrink)

Relative to any reasonable frame, satisfiability of modal quantificational formulae in which “= ” is the sole predicate is undecidable; but if we restrict attention to satisfiability in structures with the expanding domain property, satisfiability relative to the familiar frames (K, K4, T, S4, B, S5) is decidable. Furthermore, relative to any reasonable frame, satisfiability for modal quantificational formulae with a single monadic predicate is undecidable ; this improves the result of Kripke concerning formulae with two monadic predicates.

Standardly, a one-level criterion of identity 1 is given in the form: ∀ x∀ y )where ‘ K’ denotes the kind of thing for which the criterion is being given and ‘ R’ denotes the criterial relation.Thus, we have, for example, the criterion of identity for sets: ∀ x∀ y))and for composites: ∀ x∀ y))and for events: ∀ x∀ y)). is equivalent to the conjunction of: ∀ x and ∀ x )),which just give two necessary 2 conditions for application of (...) the predicate ‘ K’. 3Consider now the reading of ‘ Kx’ as ‘ x is a member of the Theology Department’ and ‘ Rxy’ as ‘ x admires y and y admires x’. On this reading says that every theologian admires himself and admires no other member of the department. In other words it tells us that the theologians are a bunch of narcissists bound together only by mutual contempt or indifference . Suppose that this is 4 true of the theologians. It might also be …. (shrink)

Valéry, P. The idea of art.--Sartre, J.-P. The work of art.--Ingarden, R. Artistic and aesthetic values.--Merleau-Ponty, M. Eye and mind.--Moore, G. E. Wittgenstein's lectures in 1930-33.--Findlay, J. N. The perspicuous and the poignant.--Hungerland, I. C. Once again, aesthetic and non-aesthetic.--Wollheim, R. On drawing an object.--Elliott, R. K. Aesthetic theory and the experience of art.--Savile, A. The place of invention in the concept of art.--Bibliography (p. [178]-184).

Harold Tarrant - Plato's Natural Philosophy - Journal of the History of Philosophy 45:1 Journal of the History of Philosophy 45.1 150-151 Muse Search Journals This Journal Contents Reviewed by Harold Tarrant University of Newcastle, Australia Thomas K. Johansen. Plato's Natural Philosophy. Cambridge-New York: Cambridge University Press, 2004. Pp. vi + 218. Cloth, $75.00. This major study of the philosophy of the Timaeus—provided with excellent argumentation, a fine bibliography, and useful indices—is of wider significance to the interpretation of (...) Plato than might initially be expected. Most obviously, it takes the dialogical unit as the Timaeus-Critias, as the majority do today. It does not interpret Critias's Atlantis story as such, for this "natural philosophy" is that expounded in Timaeus's monologue, but the Critias is important to chapters 1, 2, and 9, and the groundwork is laid for a better understanding.. (shrink)

Griffiths and Tenenbaum (2006) asked individuals to make predictions about the duration or extent of everyday events (e.g., cake baking times), and reported that predictions were optimal, employing Bayesian inference based on veridical prior distributions. Although the predictions conformed strikingly to statistics of the world, they reflect averages over many individuals. On the conjecture that the accuracy of the group response is chiefly a consequence of aggregating across individuals, we constructed simple, heuristic approximations to the Bayesian model premised on the (...) hypothesis that individuals have access merely to a sample of k instances drawn from the relevant distribution. The accuracy of the group response reported by Griffiths and Tenenbaum could be accounted for by supposing that individuals each utilize only two instances. Moreover, the variability of the group data is more consistent with this small‐sample hypothesis than with the hypothesis that people utilize veridical or nearly veridical representations of the underlying prior distributions. Our analyses lead to a qualitatively different view of how individuals reason from past experience than the view espoused by Griffiths and Tenenbaum. (shrink)