First published in 1982. Routledge is an imprint of Taylor & Francis, an informa company.

Federal political orders often exhibit a conflict between the ideals of equality and political autonomy, since individuals in different subunits often enjoy systematically different standards of living conditions. While federal arrangements may be theoretically attractive to avoid despotism, such federal inequality would appear to conflict with the principles of egalitarian cosmopolitanism. The paper argues that individuals' interest in equal shares of income and wealth may legitimately be weighed against their interest in political control enjoyed by their subunit, as long as (...) the inequalities do not engender misery, domination, or unfair procedures. The reasons for subunit autonomy include reducing the risk of domination, increasing the responsiveness to local preferences, and reducing the burdens of decision making. These arguments also suggest that states may not always be the appropriate subunits in legitimate federal orders. (shrink)

This article provides an introduction to the articles in this theme issue. This collection examines epistemological, ontological, moral and political questions in medicine in light of the philosophical ideas of Charles Taylor. A synthesis of Taylor's relevant work is presented. Taylor has argued for a conception of the human sciences that regards human life as meaningful–deriving meaning from surrounding horizons of significance. An overview of the interdisciplinary articles in this issue is presented. This collection advances our thinking in the philosophy (...) of medicine as well as the philosophy of Charles Taylor. (shrink)

It has been proposed that the implicate order can be given mathematical expression in terms of an algebra and that this algebra is similar to that used in quantum theory. In this paper we bring out in a simple way those aspects of the algebraic formulation of quantum theory that are most relevant to the implicate order. By using the properties of the standard ket introduced by Dirac we describe in detail how the Heisenberg algebra can be generalized to produce (...) an algebraic structure in which it is possible to describe space translations in a way that is analogous to the description of rotations in a Clifford algebra. This approach opens up the possibility of going beyond the limits of the present quantum formalism and we discuss briefly some of the new implications. (shrink)

In this journal (Studia Logica), D. Rizza [2010: 176] expounded a solution of what he called “the indiscernibility problem for ante rem structuralism”, which is the problem to make sense of the presence, in structures, of objects that are indiscernible yet distinct, by only appealing to what that structure provides. We argue that Rizza’s solution is circular and expound a different solution that not only solves the problem for completely extensive structures, treated by Rizza, but for nearly (but not) all (...) mathematical structures. (shrink)