Philosophy, theology and engineering are each characterised by striking, yet similar, low participation rates by female academics. While these disciplines seem very different, and so the diagnosis of the causes of this under-representation might likewise be expected to differ, we show a commonality of analysis in the diagnoses of, and responses to, women's under-representation. In each, we find a shared argument that concepts and methodologies central to that discipline are gendered male. We also find a shared response which urges engagement (...) in projects of critical re-imagination. We conclude with a case study of critical re-imagination in philosophy and draw some lessons from its successes and failures for the potential of gendered innovations to transform male dominated disciplines. While critical re-imagination of key concepts, presuppositions, and methodologies in these disciplines may be a necessary condition for improving participation rates by women, it is by no means sufficient. (shrink)

Everyone's favorite houseguest who never left, Leon Black (played by award-winning comedian JB Smoove on HBO's Curb Your Enthusiasm) drops his wisdom and good-bad advice for the masses. Learn the secrets Larry David has gleaned from the Falstaff of television."--Amazon.

Phenomenal Difference' grants new attention to contemporary black British art, exploring its critical and social significance through attention to embodied experience, affectivity, the senses and perception. Much before scholars in the arts and humanities took their recent 'ontological turn' toward the new materialism, black British art had begun to expose cultural criticism's overreliance on the concepts of textuality, representation, identity and difference. Illuminating that original field of aesthetics and creativity, this book shows how black British artworks themselves (...) can become the basis for an engaged and widely-reaching philosophy. (shrink)

In _Black Sun_, Julia Kristeva addresses the subject of melancholia, examining this phenomenon in the context of art, literature, philosophy, the history of religion and culture, as well as psychoanalysis. She describes the depressive as one who perceives the sense of self as a crucial pursuit and a nearly unattainable goal and explains how the love of a lost identity of attachment lies at the very core of depression's dark heart. In her discussion she analyzes Holbein's controversial 1522 painting "The (...) Body of the Dead Christ in the Tomb," and has revealing comments on the works of Marguerite Duras, Dostoyevsky and Nerval. _Black Sun_ takes the view that depression is a discourse with a language to be learned, rather than strictly a pathology to be treated. (shrink)

§1. Introduction. This paper deals with aspects of my doctoral dissertation which contributed to the early development of model theory. What was of use to later workers was less the results of my thesis, than the method by which I proved the completeness of first-order logic—a result established by Kurt Gödel in his doctoral thesis 18 years before.The ideas that fed my discovery of this proof were mostly those I found in the teachings and writings of Alonzo Church. This may (...) seem curious, as his work in logic, and his teaching, gave great emphasis to the constructive character of mathematical logic, while the model theory to which I contributed is filled with theorems about very large classes of mathematical structures, whose proofs often by-pass constructive methods.Another curious thing about my discovery of a new proof of Gödel's completeness theorem, is that it arrived in the midst of my efforts to prove an entirely different result. Such “accidental” discoveries arise in many parts of scientific work. Perhaps there are regularities in the conditions under which such “accidents” occur which would interest some historians, so I shall try to describe in some detail the accident which befell me.A mathematical discovery is an idea, or a complex of ideas, which have been found and set forth under certain circumstances. The process of discovery consists in selecting certain input ideas and somehow combining and transforming them to produce the new output ideas. The process that produces a particular discovery may thus be represented by a diagram such as one sees in many parts of science; a “black box” with lines coming in from the left to represent the input ideas, and lines going out to the right representing the output. To describe that discovery one must explain what occurs inside the box, i.e., how the outputs were obtained from the inputs. (shrink)

In lieu of an abstract, here is a brief excerpt of the content:610 Feminist Studies 43, no. 3. © 2017 by Raina J. León Pandora’s Box Opens and Terence Crutcher Dies Raina J. León Fresh from the bath, my husband comes nude, beard trimmed, still glistening and pinked. He shares the fullness of his skin, freckles and moles in their constellations. What little fat on his lank jiggles, begs for pinch as he turns to the closet to dig. I am (...) encapsulated by covers. No sleep for hours since I woke to watch the video I couldn’t with him awake. How I watched it, over and over, and knew this might be how I die: a broken-down car, my hands up, helicopters above with a man saying, a real bad dude, must be, and then shot, because Terence is me, like Sandy and Aisha... because just that day, earlier, I was transformed into child, questioned on the body of my work, made invisible and hypervisible, bleeding shadow for another’s feet. One leads to another in a mass of entangled links. Now, he moves. He does not feel the cold I dread out there where reality gnashes. Raina J. León 611 Inside the cocoon, the smell of last night’s tremble sweat, I can imagine entrance into another dreaming, breathe in and out our twining. He slips on boxers, then soft cotton shirt, then jeans. All black, his style. In my mourning, I call him close, and he comes to bed. With his body, he creates another womb as suddenly the weeping starts, says, when you are ready, tell me, because he doesn’t know how the world turns, yet in that moment, there is a hope.... (shrink)

Building on the seminal work of Kit Fine in the 1980s, Leon Horsten here develops a new theory of arbitrary entities. He connects this theory to issues and debates in metaphysics, logic, and contemporary philosophy of mathematics, investigating the relation between specific and arbitrary objects and between specific and arbitrary systems of objects. His book shows how this innovative theory is highly applicable to problems in the philosophy of arithmetic, and explores in particular how arbitrary objects can engage with (...) the nineteenth-century concept of variable mathematical quantities, how they are relevant for debates around mathematical structuralism, and how they can help our understanding of the concept of random variables in statistics. This fully worked through theory will open up new avenues within philosophy of mathematics, bringing in the work of other philosophers such as Saul Kripke, and providing new insights into the development of the foundations of mathematics from the eighteenth century to the present day. (shrink)

The Hungry Soul is a fascinating exploration of the natural and cultural act of eating. Kass brilliantly reveals how the various aspects of this phenomenon, and the customs, rituals, and taboos surrounding it, relate to universal and profound truths about the human animal and its deepest yearnings. "Kass is a distinguished and graceful writer. . . . It is astonishing to discover how different is our world from that of the animals, even in that which most evidently betrays that we (...) too are animals--our need and desire for food."--Roger Scruton, Times Literary Supplement "Yum."--Miss Manners. (shrink)

In this paper we argue that defenders of Frankfurt-style counterexamples to the Principle of Alternative Possibilities do not need to construct a metaphysically possible scenario in which an agent is morally responsible despite lacking the ability to do otherwise. Rather, there is a weaker (but equally legitimate) sense in which Frankfurt-style counterexamples can succeed. All that's needed is the claim that the ability to do otherwise is no part of what grounds moral responsibility, when the agent is indeed morally responsible.

In this article ideas from Kit Fine’s theory of arbitrary objects are applied to questions regarding mathematical structuralism. I discuss how sui generis mathematical structures can be viewed as generic systems of mathematical objects, where mathematical objects are conceived of as arbitrary objects in Fine’s sense.

We are walking too quickly down the road to physical and psychological utopia without pausing to assess the potential damage to our humanity from this brave new ...

Las edificaciones con valor patrimonial son un testimonio excepcional del progreso de una comunidad y representan ejemplos innegables de la transferencia de conocimientos a lo largo de las generaciones. Es inevitable caminar por centro consolidado de Pasaje y no reconocer el legado cultural de muchas edificaciones. Sin embargo, también resulta fácil observar las alteraciones erróneas que sea han realizado a estas edificaciones con el objetivo de responder a las “nuevas exigencias” de la actualidad. La conservación de los bienes patrimoniales resulta (...) necesaria para la preservación de la integridad e identidad de la ciudad. La presente investigación posibilita entender el nivel de susceptibilidad que presentan las edificaciones consideradas como bienes patrimoniales, debido a que estás viviendas poseen un valor cultural. El objetivo de la investigación es el de identificar la susceptibilidad sísmica a las que están expuestas, para esto se utilizaron métodos de matrices de evaluación sísmica para medir el nivel de susceptibilidad en las edificaciones patrimoniales. (shrink)