1,986 research outputs found

    The directionality of distinctively mathematical explanations

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    In “What Makes a Scientific Explanation Distinctively Mathematical?” (2013b), Lange uses several compelling examples to argue that certain explanations for natural phenomena appeal primarily to mathematical, rather than natural, facts. In such explanations, the core explanatory facts are modally stronger than facts about causation, regularity, and other natural relations. We show that Lange's account of distinctively mathematical explanation is flawed in that it fails to account for the implicit directionality in each of his examples. This inadequacy is remediable in each case by appeal to ontic facts that account for why the explanation is acceptable in one direction and unacceptable in the other direction. The mathematics involved in these examples cannot play this crucial normative role. While Lange's examples fail to demonstrate the existence of distinctively mathematical explanations, they help to emphasize that many superficially natural scientific explanations rely for their explanatory force on relations of stronger-than-natural necessity. These are not opposing kinds of scientific explanations; they are different aspects of scientific explanation

    Mechanistic Levels, Reduction, and Emergence

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    We sketch the mechanistic approach to levels, contrast it with other senses of “level,” and explore some of its metaphysical implications. This perspective allows us to articulate what it means for things to be at different levels, to distinguish mechanistic levels from realization relations, and to describe the structure of multilevel explanations, the evidence by which they are evaluated, and the scientific unity that results from them. This approach is not intended to solve all metaphysical problems surrounding physicalism. Yet it provides a framework for thinking about how the macroscopic phenomena of our world are or might be related to its most fundamental entities and activities

    A Preliminary Qualitative Evaluation of the Virginia Gold Program

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    The Virginia Gold Program was designed to improve the retention of certified nursing assistants (CNAs). CNAs provide the majority of paid care to nursing facility residents; however, annual CNA turnover is high, which can lead to substandard resident care. To address this, Virginia Medicaid funded CNA retention projects in five nursing facilities. Results from 10 focus groups suggest that retention and quality of care improved as a result. The study will be published in TQR in January 2013

    \u27Picture This:\u27 Barbara Kruger\u27s \u27Imperfect Utopia\u27

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    California contemporary artist Barbara Kruger created the colossal, three-dimensional work Picture This as part of the winning outdoor park design Imperfect Utopia (1986-1997) held by the North Carolina Museum of Art in Raleigh. Situated in the landscape outside the museum’s original building designed by Edward Durell Stone, 80-foot-tall letters inscribe Kruger’s phrase Picture This. The letters are embedded with quotations, historical markers, cultural figures, as well as elements pertaining to North Carolina’s history and environment. This thesis proposes that Picture This functions as Kruger’s conceptual critique of museums; more specifically, it critiques their traditional utopian goals and simulacral stature. This thesis will demonstrate that Kruger’s phrase Picture This functions as a dialogue with the museum and the state. By drawing parallels between Kruger’s work and French philosopher Jean Baudrillard’s theory of simulation, this study will elucidate alternative readings of Picture This as well as foreground its impact on Kruger’s oeuvre

    Graduate Recital: Lynn Craver, soprano

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