This paper addresses whether universal, general education programs are enough to satisfy basic criteria of human rights, or whether comprehensive family planning programs, in conjunction with universal education programs, might also be morally required. Even before the Reagan administration instituted the ‘global gag rule’ at the 1984 conference in Mexico City, prohibiting funding to nongovernmental organizations that included providing information about abortion as a possible method of family planning, the moral acceptability of family planning programs has been called into question. (...) This paper makes a moral argument for family planning by appealing to both data and to theory: data about the efficacy of universal and comprehensive family planning education programs at reducing fertility and infant mortality, and theory about what is required for the establishment of autonomy. It reasons that universal educational programs are insufficient for the promotion of autonomy, and therefore argues on substantive autonomy grounds for comprehensive family planning programs in addition to universal education programs. (shrink)

We investigate the causal uncertainty surrounding the flash crash in the U.S. Treasury bond market on October 15, 2014, and the unresolved concern that no clear link has been identified between the start of the flash crash at 9:33 and the opening of the U.S. equity market at 9:30. We consider the contributory effect of mini flash crashes in equity markets, and find that the number of equity mini flash crashes in the three-minute window between market open and the Treasury (...) Flash Crash was 2.6 times larger than the number experienced in any other three-minute window in the prior ten weekdays. We argue that (a) this statistically significant finding suggests that mini flash crashes in equity markets both predicted and contributed to the October 2014 U.S. Treasury Bond Flash Crash, and (b) mini-flash crashes are important phenomena with negative externalities that deserve much greater scholarly attention. (shrink)

This paper defends a deflationary conception of properties, according to which a property exists if and only if there could be a predicate with appropriate satisfaction conditions. I argue that purely general properties and relations necessarily exist and discuss the bearing of this conception of properties on the interpretation of higher-order logic and on Quine's charge that higher-order logic is ‘set theory in sheep's clothing’. On my approach, the usual semantics involves a false assimilation of the logic to set theory. (...) I conclude with remarks about implications for the programme of founding mathematical theories in higher-order logic plus abstraction principles. (shrink)

Graham Priest's new book is about things being about things—about what it is for things which are about things, such as beliefs, hopes and fears, and the like, and sentences which express them, to be about the things they are about, and about the range of things about which things which are about are about—in a word, intentionality. It has two principal objectives—to develop a formal semantics for intentionality, and to promote and defend a philosophical thesis about what exists and (...) what does not. The semantics proposed is an extension of the familiar ‘world’1 semantics for modal logic. The philosophical thesis asserts that while some things exist, not everything does, or equivalently that while some things exist, some others do not. Priest, following Richard Routley , calls this Noneism to mark the divergence from Meinong's view, with which, nevertheless, it has a good deal in common. Meinong likewise denies that everything exists, and asserts that some things exist and some do not, but further holds that some things which, according to him, do not exist do have another ‘form of being’—they ‘subsist’ rather than exist—while other things which, according to him, do not exist do not exist simpliciter . Noneism avoids this complication, at least, and—or so Priest claims—avoids proliferating kinds of being altogether, requiring only a single kind of being and a distinction between two kinds of quantifier. In the noneist view, the basic universal and particular quantifiers are to be understood in an ontologically unloaded way, as ranging over a single all-inclusive domain of objects, some of which exist and some of which do not. The usual—existentially loaded—quantifiers are construed as a type of restricted quantifier, definable using an existence predicate: ‘GraphicxAx’ as ‘For some x, …. (shrink)

Kit Fine’s book is a study of abstraction in a quite precise sense which derives from Frege. In his Grundlagen, Frege contemplates defining the concept of number by means of what has come to be called Hume’s principle—the principle that the number of Fs is the same as the number of Gs just in case there is a one-to-one correspondence between the Fs and the Gs. Frege’s discussion is largely conducted in terms of another, similar but in some respects simpler, (...) proposal—to define the concept of direction by laying down the principle that the direction of a line a is the same as that of line b if and only if lines a and b are parallel. Such principles have come to be known as abstraction principles. More generally, abstraction principles are ones of the shape: ∀α∀β ↔ α ≈ β), where ≈ is an equivalence relation on entities of the type over which α and β vary and, if the principle is acceptable, § is a function from entities of that type to objects. Since ‘the direction of’ is intended to stand for a function from objects of a certain sort to other objects, the Direction Equivalence is a first-order, or in Fine’s terminology objectual, abstraction; since ‘the number of’ is intended to stand for a function from concepts to objects, Hume’s principle is a higher-order, or as Fine says conceptual, abstraction. As is well-known, Frege himself abandoned the idea of defining number implicitly or contextually by means of Hume’s principle—adopting instead an explicit definition of the number of Fs as the extension of the concept concept equinumerous to the concept F— because he thought that an adequate definition should settle the question whether Julius Caesar, for example, is or is not the number of some concept, but that the proposed implicit definition cannot do so. But interest in abstraction principles has revived in the last couple of decades, largely as a result of Crispin Wright’s attempt to show that in spite of the many difficulties confronting it—including the notorious Julius Caesar problem— Hume’s principle can after all serve as a foundation for arithmetic. (shrink)

Scientific behavior is used as a benchmark to examine the truth status of computationalism (COMP) as a law of nature. A COMP-based artificial scientist is examined from three simple perspectives to see if they shed light on the truth or falsehood of COMP through its ability or otherwise, to deliver authentic original science on the a priori unknown like humans do. The first perspective (A) looks at the handling of ignorance and supports a claim that COMP is "trivially true" or (...) "pragmatically false" in the sense that you can simulate a scientist if you already know everything, which is a state that renders the simulation possible but pointless. The second scenario (B) is more conclusive and unusual in that it reveals that the COMP scientist can never propose/debate that COMP is a law of nature. This marked difference between the human and the artificial scientist in this single, very specific circumstance, means that COMP cannot be true as a general claim. The third scenario (C) examines the artificial scientist's ability to do science on itself/humans to uncover the "law of nature" which results in itself. This scenario reveals that a successful test for scientific behavior by a COMP-based artificial scientist supports a claim that COMP is true. Such a test is quite practical and can be applied to an artificial scientist based on any design principle, not merely COMP. Scenario (C) also reveals a practical example of the COMP scientist's inability to handle informal systems (in the form of liars), which further undermines COMP. Overall, the result is that COMP is false, with certainty in one very specific, critical place. This lends support to the claims (i) that artificial general intelligence will not succeed based on COMP principles, and (ii) computationally enacted abstract models of human cognition will never create a mind. (shrink)

During the British socialist revival of the 1880s competing theories of evolution were central to disagreements about strategy for social change. In News from Nowhere (1891), William Morris had portrayed socialism as the result of Lamarckian processes, and imagined a non-Malthusian future. H.G. Wells, an enthusiastic admirer of Morris in the early days of the movement, became disillusioned as a result of the Malthusianism he learnt from Huxley and his subsequent rejection of Lamarckism in light of Weismann's experiments on mice. (...) This brought him into conflict with his fellow Fabian, George Bernard Shaw, who rejected neo-Darwinism in favour of a Lamarckian conception of change he called "creative evolution.". (shrink)

The present volume is welcome for a dual reason; one that it marks the resumption, after a period of over twenty years, of the scholarly translations of St. Bonaventure, begun under Boehner; the second is the intrinsic value of the translation and lengthy introduction, almost a third of the book. Since the Saint Anthony Guild and Franciscan Herald Presses have published some of the shorter and more popular writings of the saint, it is fitting that the Franciscan Institute, noted for (...) its more technical philosophical and theological studies, should have chosen this series of disputed questions. They are undoubtedly one of Bonaventure's most mature and important writings, stemming from his days as the Franciscan regent master of theology at the University of Paris. The translator has already distinguished himself with a number of other articles and translations of the Seraphic Doctor. His scholarly and informative introduction falls into three chapters, one on the historical background, a second on the originality of Bonaventure's general trinitarian theology, and the third on the specific themes treated in this set of disputed questions. The first throws new light on the origin of the Dionysian and Richardian elements that separate Bonaventure's treatment of the trinity from that of Aquinas. Bonaventure became acquainted with pseudo-Dionysius and Richard of St. Victor through the Summa fratris Alexandri attributed to Alexander of Hales and the early Franciscan Masters at the Paris house of studies. Fontal plenitude, fecundity, and goodness, that figured largely in the Greek Fathers, are developed by Bonaventure in an original and personal way. The incompleteness of the Dionysian model is filled in by Richard's psychological analysis of love and his conception of personhood. Innascibility as the key characteristic of the Father is given a positive twist; it implies one who is first in an absolute sense as the summation of Parmenidean perfection and whose fontal plenitude is not only the source of the dual procession in the Trinity, but spills over into a richly diverse and continuing creation that bears in varying degrees the stamp of its triadic source. Man as microcosm mirrors this most of all, especially that man in whom the Logos, or macrocosm of archetypal ideas, became incarnate. It is only in treatment of the Son and his relationship to creation as exemplar cause that the distinctive influence of Augustine appears. In the final introductory chapter, the specific Trinitarian themes of unity, based on a dynamic rather than a static Aristotelian notion of deity, simplicity, infinity, eternity, immutability, necessity, and primacy are discussed and what emerges is a deeper appreciation of the synthetic genius of Bonaventure, who drew from such a myriad of sources, yet wove his material into a unique system in which philosophy functions not as a propadeutic to theology, but as an integral and essential part. For that reason the work is of far wider interest than an arcane theological study that only philosophers with a penchant for history might read with profit.--A.B.W. (shrink)

This book explores two questions that are integral to the question of the existence of God. The first question concerns the meaning of "existence" and the second concerns the meaning of "God". Regarding the first question, this book motivates, presents and defends the meta-ontology found in Gottlob Frege's writings and defended by Michael Dummett, Crispin Wright and Bob Hale. Frege's approach to questions of existence has mainly found use in connection with abstract objects such as numbers. This is one (...) of the first studies to systematically present Fregean meta-ontology and apply it to theology. Frege's meta-ontology is informed by his context principle. According to this, logico-syntactic notions such as "singular term" and "predicate" are pivotal to questions of what exists. These notions serve to throw light on the second question. Through thorough engagement with Old as well and New Testament texts, the book shows how Frege's logico-syntactic notions are of crucial importance when seeking to understand the meaning and use of "God". To complete the defence of Fregean meta-ontology, the book concludes by pointing to important differences between the otherwise closely associated concepts of an object found in Wittgenstein's Tractatus Logico-Philosophicus and Frege's writings. (shrink)

This article concerns the ongoing neo-logicist program in the philosophy of mathematics. The enterprise began life, in something close to its present form, with Crispin Wright’s seminal [1983]. It was bolstered when Bob Hale [1987] joined the fray on Wright’s behalf and it continues through many extensions, objections, and replies to objections . The overall plan is to develop branches of established mathematics using abstraction principles in the form: Formula where a and b are variables of a given type (...) , Σ is a higher-order operator denoting a function from items of the given type to objects in the range of the first-order variables, and E is an equivalence relation over items of the given type. In what follows, I will sometimes omit the initial quantifiers.Frege [1884, 1893] himself employed three abstraction principles. One of them, used for illustration, comes from geometry: "The direction of l1 is identical to the direction of l2 if and only if l1 is parallel to l2."Call this the direction principle. The second was dubbed N= in [Wright, 1983] and is now called Hume’s principle: Formula where F≈G is an abbreviation of the second-order statement that there is a one-to-one relation mapping the F’s onto the G’s. In words, states that the number of F is identical to the number of G if and only if F is equinumerous with G. Unlike the direction-principle, the relevant variables, F, G here are second-order. Georg Cantor …. (shrink)

In International Law and World Order, B. S. Chimni articulates an integrated Marxist approach to international law combining the insights of Marxism, socialist feminism and postcolonial theory. The book uses IMAIL to systematically and critically examine the most influential contemporary theories of international law including new, feminist, realist and policy-oriented approaches. In doing so, it discusses a range of themes relating to the history, structure and process of international law. The book also considers crucial world order issues and problems that (...) the international legal process has to contend with, including the welfare of weak groups and nations, the ecological crisis and the role of human rights. This extensively revised second edition provides an invaluable, in-depth and updated review of the key literature and scholarship within this field of study. It will be of particular interest to students and scholars of international law, international relations, international politics and global studies. (shrink)

This paper investigates a well-known case of simultaneous discovery in twentieth-century chemistry, the origins of the concept of hybridisation, in the light of Kuhn's insights. There has been no ambiguity as to who discovered this concept, when it was "rst in print, and how important it was. The full-#edged form of the concept was published in 1931 independently by two American scientists John C. Slater (1900}1976) and Linus Pauling (1901}1994), although both of them had made their ideas public earlier: Slater (...) at the American Physical Society meetings in 1930, and Pauling in the Proceedings of the National Academy of Sciences in 1928. Slater and Pauling both argued for the necessity of using an s orbital as well as three p orbitals in the carbon atom in order to explain carbon's four valences and the tetrahedral structure of methane. The metaphor &hybridisation' for denoting this mix of s and p orbitals was "rst used by Robert S. Mulliken and J. H. Van Vleck before gaining currency with the scienti"c community around 1935.2 The concept of hybridisation was indeed indispensable for extending the quantum-mechanical interpretation of the chemical bond as an electron pairing from diatomic molecules to polyatomic ones. To be sure, the emergence of hybridisation attests to scientists' growing interest in exploring the borderland between physics and chemistry, a trend that led to the creation of physical chemistry in the late nineteenth century and of chemical physics and quantum chemistry in the 1920s and 30s. Slater and Pauling themselves experienced and on many occasions talked about the fruitfulness of interdisciplinary research; and historians have legitimately illuminated their works by examining them in this broad context.3 Yet the careful analysis of their research notes and published papers reveals that Slater and Pauling were working in quite disparate disciplinary traditions, with di!erent approaches, for di!erent audiences, and towards di!erent goals. The aim of this paper is to explore their di!erent routes to a common destination*hybridisation*and thereby to explicate tensions existing between physics and chemistry amidst the institutional and conceptual overlapping of the two disciplines. (shrink)

Drawing from the Boulding''s (1956) framework for general systems theory, the need to employ richer paradigm in the study of organizations (Pondy and Mitroff, 1979) is reiterated. It is argued that a better understanding of organizational ethical behavior is contingent upon viewing organizations as symbol processing systems of shared language and meanings. Further, it is proposed that organizations, like individuals, develop into collectivities of shared cognitions and rationale, over a period of time. The study adapts Kohlberg''s (1983) model of moral (...) development to examine if organizations can be viewed as passing through different stages of moral development depending on the type of moral reasoning employed to explain their behaviors in the face of ethical crises. Several cases raising questions about the ethics of corporate behavior were researched. An instrument entitled Organization Response Analysis was constructed using statements made by various spokespersons representing five of these organizations. The instrument was administered to 246 graduate and undergraduate students of business (N = 246). Results indicated a great degree of concurrence among respondents of differing genders, levels of education and work experience in determining the stages of moral development of organizations. Limitations of the current study and implications for future research and practice are discussed. (shrink)

In his account of probable reasoning, Poincaré used the concept, or at least the language, of conventions. In particular, he claimed that the prior probabilities essential for inverse probable reasoning are determined conventionally. This paper investigates, in the light of Poincaré's well known claim about the conventionality of metric geometry, what this could mean, and how it is related to other views about the determination of prior probabilities. Particular attention is paid to the similarities and differences between Poincaré's conventionalism as (...) it applies to probabilities and de Finetti's subjectivism. The aim of the paper is to suggest that in accounts of the development of ideas about probable reasoning, particularly those customarily described as Bayesian, Poincaré's discussion deserves more attention than it has so far received. (shrink)

In his account of probable reasoning, Poincare used the concept, or at least the language, of conventions. In particular, he claimed that the prior probabilities essential for inverse probable reasoning are determined conventionally. This paper investigates, in the light of Poincare's well known claim about the conventionality of metric geometry, what this could mean, and how it is related to other views about the determination of prior probabilities. Particular attention is paid to the similarities and differences between Poincare's conventionalism as (...) it applies to probabilities and de Finetti's subjectivism. The aim of the paper is to suggest that in accounts of the development of ideas about probable reasoning, particularly those customarily described as Bayesian, Poincare's discussion deserves more attention than it has so far received. (shrink)

Simultaneous discovery in science has been a subject of close historical investigations, not only for assessing claims of priority, which occasionally generate controversy rather than consensus, but also for understanding the cultural and intellectual context of the time. Thomas S. Kuhn is a pioneer in the contextual study of simultaneous discovery, and his paper on the formulation of the first law of thermodynamics has already become a classic.