This article is an attempt by Japanese physicians to introduce the practice patterns and moral justification of Japanese critical care to the world. Japanese health care is characterized by the fact that the fee schedule does not reward high technology medicine, such as surgery and critical care. In spite of the low reimbursement, our critical care practice pattern is characterized by continuing futile treatment for terminal patients in the intensive care unit (ICU). This apparently wasteful practice can be explained by (...) fundamental Japanese cultural values, social factors in Japan, the availability of extensive insurance coverage, physicians' psychological factors, lack of cost-benefit considerations and the pragmatic approach the Japanese take to situations. We attempt to make some brief suggestions regarding the improvement of our critical care practices. Although we can not fully present quantitative data to support our argument, this article represents our real-world approaches to the ethical issues in the ICU in Japan. (shrink)
In diffusion creep, the contribution of grain-boundary sliding to the overall strain o s can be evaluated in arbitrary polycrystals, if the angular distribution of grain boundaries is known. A o s value of 0.5 is obtained for two-dimensional equiaxed microstructures consisting of regular hexagonal grains, equiaxed grains grown from a Voronoi structure or grains having a circular distribution of grain-boundary angles. The o s value is also evaluated for uniaxially deformed 2D microstructures, both diffusionally and uniformly deformed. For the (...) former, the deformed microstructure is obtained by the simulation of microstructural evolution in polycrystals with straight grain boundaries. The o s value increases gradually with increasing or decreasing strain and is larger in the diffusionally deformed microstructures than in the uniformly deformed microstructures for a given grain aspect ratio. The o s value for three-dimensional polycrystalline microstructures is also obtained from an ellipsoidal distribution of grain-boundary angles. The resultant o s value is 0.60 for 3D equiaxed polycrystals and increases gradually with increasing strain. (shrink)
In a recent paper, Barrett & Halvorson (2016) define a notion of equiva- lence for first-order theories, which they call “Morita Equivalence.” To argue that Morita equivalence is a reasonable measure of “theoretical equivalence,” they make use of the claim that Morita extensions “say no more” than the theories they are extending. The goal of this paper is to challenge this central claim by raising objections to their argument for it and by showing why there is good (...) reason to think that the claim itself is false. In light of these criticisms, this paper develops a natural way for the advocate of Morita equivalence to respond. However, this response makes her criterion equivalent to mutual faithful interpretability, an already well-known and philosophically contentious barometer of theoretical equivalence. (shrink)
Logicians and philosophers of science have proposed various formal criteria for theoretical equivalence. In this paper, we examine two such proposals: definitional equivalence and categorical equivalence. In order to show precisely how these two well-known criteria are related to one another, we investigate an intermediate criterion called Morita equivalence.
Quine often argued for a simple, untyped system of logic rather than the typed systems that were championed by Russell and Carnap, among others. He claimed that nothing important would be lost by eliminating sorts, and the result would be additional simplicity and elegance. In support of this claim, Quine conjectured that every many-sorted theory is equivalent to a single-sorted theory. We make this conjecture precise, and prove that it is true, at least according to one reasonable notion of theoretical (...) equivalence. Our clarification of Quine’s conjecture, however, exposes the shortcomings of his argument against many-sorted logic. (shrink)