Examples of historical writing are analysed in detail, and it is demonstrated that, with respect to the statements which appear in historical accounts, their truth and value-freedom are neither necessary nor sufficient for the relative acceptability of historical accounts. What is both necessary and sufficient is the acceptability of the selection of statements involved, and it is shown that history can be objective only if the acceptability of selection can be made on the basis of a rational criterion of relevance. (...) 'Relevance' and 'significance 1 are distinguished. The conditions of rationality of a criterion of acceptability are examined with special reference to Popper's criterion of 'falsifiability', which is shown to fail to apply to historical writing. General conclusions are drawn about the implications of the argument for the possibility of the 'unity of science', and about the conditions which need to be met if history is to be objective. (shrink)

Analytical philosophers, if they are true to their training, never forget the first lesson of analytical philosophy: philosophers have no moral authority.In so far as analytical philosophers believe this, they find it easy to live with. For them even to assert, let alone successfully lay claim to, moral authority would require, first, hard work of some non-analytical and probably mistaken kind and, secondly, personality traits of leadership or confidence or even charisma, which philosophers may accidentally have but which they are (...) certainly not trained to have and had better not rely upon, while they live by analytical standards. Yet a further reason why analytical philosophers find the denial of their moral authority easy to accept is that they never forget the second lesson of analytical philosophy, either: nobody else has any moral authority. (shrink)

Analytical philosophers, if they are true to their training, never forget the first lesson of analytical philosophy: philosophers have no moral authority.In so far as analytical philosophers believe this, they find it easy to live with. For them even to assert, let alone successfully lay claim to, moral authority would require, first, hard work of some non-analytical and probably mistaken kind and, secondly, personality traits of leadership or confidence or even charisma, which philosophers may accidentally have but which they are (...) certainly not trained to have and had better not rely upon, while they live by analytical standards. Yet a further reason why analytical philosophers find the denial of their moral authority easy to accept is that they never forget the second lesson of analytical philosophy, either: nobody else has any moral authority. (shrink)

Cognition in work teams has been predominantly understood and explained in terms of shared cognition with a focus on the similarity of static knowledge structures across individual team members. Inspired by the current zeitgeist in cognitive science, as well as by empirical data and pragmatic concerns, we offer an alternative theory of team cognition. Interactive Team Cognition (ITC) theory posits that (1) team cognition is an activity, not a property or a product; (2) team cognition should be measured and studied (...) at the team level; and (3) team cognition is inextricably tied to context. There are implications of ITC for theory building, modeling, measurement, and applications that make teams more effective performers. (shrink)

J. L. Ackrill; VIII*—Aristotle's Definitions of Psuche, Proceedings of the Aristotelian Society, Volume 73, Issue 1, 1 June 1973, Pages 119–134, https://doi.org.

In this paper (a sequel to [4]) I put forward a "local" interpretation of mathematical concepts based on notions derived from category theory. The fundamental idea is to abandon the unique absolute universe of sets central to the orthodox set-theoretic account of the foundations of mathematics, replacing it by a plurality of local mathematical frameworks - elementary toposes - defined in category-theoretic terms.

J. L. Mackie; XIII—The Possibility of Innate Knowledge, Proceedings of the Aristotelian Society, Volume 70, Issue 1, 1 June 1970, Pages 245–260, https://doi.org.

The paper defends the thesis that for S to V intentionally is for S to V as (in the way) S intended to. For the normal agent the relevant sort of intention is an intention that one's intention to V generate an instance of one's V-ing along some (usually dimly-conceived) productive path. Such an account allows us to say some actions are intentional to a greater or lesser extent (a desirable option for certain cases of wayward causal chains), preserves the (...) intuitive link between intention and intentionally, and supports the common sense view that the concept of intending is more basic than those of acting with an intention and of acting intentionally. The remainder of the paper responds to certain apparent counter-examples offered by Audi, Harman, and Bratman. In the course of this, I discuss connections between intending to V and hoping to V, and I argue that one can intend to do what one doesn't expect to do, and that one always intends what one attempts. (shrink)

In the first part of the paper, factual information is given about developments in European business ethics since it started on a more or less institutionalized basis, five or six years ago. In the second part some comments are presented on the meaning of the developments and the possible causes. Attention is given to resemblances and differences between American and European business ethics. In the short last part some suggestions are proposed about tasks business ethics will face in the next (...) decade. (shrink)

This paper is an introduction to topos theory which assumes no prior knowledge of category theory. It includes a discussion of internal logic in a topos, A characterization of the category of sets, And an investigation of the notions of topology and sheaf in a topos.

In the first part of the paper, factual information is given about developments in European business ethics since it started on a more or less institutionalized basis, five or six years ago. In the second part some comments are presented on the meaning of the developments and the possible causes. Attention is given to resemblances and differences between American and European business ethics. In the short last part some suggestions are proposed about tasks business ethics will face in the next (...) decade. (shrink)

Historians of seventeenth-century science have frequently asserted that Kepler's laws of planetary motion were largely ignored between the time of their first publication and the publication of Newton's Principia . In fact, however, they were more widely known and accepted than has been generally recognized.Kepler's ideas were, indeed, rather slow in establishing themselves, and until about 1630 there are few references to them in the literature of the time. But from then onwards, interest in them increased fairly rapidly. In particular, (...) the principle of elliptical orbits had been accepted by most of the leading astronomers in France before 1645 and in England by about 1655. It also received quite strong support in Holland.The second law had a more chequered history. It was enunciated in its exact form by a few writers and was used in practice by some others without being explicitly formulated, but the majority, especially after 1645, preferred one or another of several variant forms which were easier to use but only approximately correct. The third law attracted less interest than the others, chiefly perhaps because it had no satisfactory theoretical basis, but it was correctly stated by at least six writers during the period under review.Between about 1630 and 1650 Kepler's Epitome Astronomiae Copernicanae was probably the most widely read work on theoretical astronomy in northern and western Europe, while his Rudolphine Tables, which were based upon the first two laws, were regarded by the majority of astronomers as the most accurate planetary tables available.Kepler's work certainly did not receive all the recognition it deserved, but the extent to which it was neglected has been much exaggerated. (shrink)

The infinitesimal methods commonly used in the 17th and 18th centuries to solve analytical problems had a great deal of elegance and intuitive appeal. But the notion of infinitesimal itself was flawed by contradictions. These arose as a result of attempting to representchange in terms ofstatic conceptions. Now, one may regard infinitesimals as the residual traces of change after the process of change has been terminated. The difficulty was that these residual traces could not logically coexist with the static quantities (...) traditionally employed by mathematics. The solution to this difficulty, as it turns out, is to regard these quantities asalso being subject to (a form of) change, for then they will have the same nature as the infinitesimals representing the residual traces of change, and will become,ipso facto, compatible with these latter.In fact, the category-theoretic models which realize the Principle of Infinitesimal Linearity may themselves be regarded as representations of a general concept of variation (cf. Bell (1986)). While the static set-theoretical models represent change or motion by making a detour through the actual (but static) infinite, the varying category-theoretic models enable such change to be representeddirectly, thus permitting the introduction of geometric infinitesimals and, as we have attempted to demonstrate in this paper, the virtually complete incorporation of the methods of the early calculus.It is surely a remarkable — even an ironic — fact that the contradiction between the flux of the objective world and the stasis of mathematical entities has found its resolution in category theory, a branch of mathematics commonly, and, as one now sees, mistakenly, regarded as the summit of gratuitous abstraction. (shrink)