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On Aesthetics in Science

MIT Press (MA) (1978)

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  1. Mathematical Fit: A Case Study.Manya Raman-Sundström & Lars-Daniel Öhman - forthcoming - Philosophia Mathematica:nkw015.
    Mathematicians routinely pass judgements on mathematical proofs. A proof might be elegant, cumbersome, beautiful, or awkward. Perhaps the highest praise is that a proof is right, that is, that the proof fits the theorem in an optimal way. It is also common to judge that one proof fits better than another, or that a proof does not fit a theorem at all. This paper attempts to clarify the notion of mathematical fit. We suggest six criteria that distinguish proofs as being (...)
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  • The beautiful and the sublime in natural science.Peter K. Walhout - 2009 - Zygon 44 (4):757-776.
    The various aesthetic phenomena found repeatedly in the scientific enterprise stem from the role of God as artist. If the Creator is an artist, how and why natural scientists study the divine art work can be understood using theological aesthetics and the philosophy of art. The aesthetic phenomena considered here are as follows. First, science reveals beauty and the sublime in natural phenomena. Second, science discovers beauty and the sublime in the theories that are developed to explain natural phenomena. Third, (...)
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  • A highly personal view of science and its history.Cyril Stanley Smith - 1977 - Annals of Science 34 (1):49-56.
  • The Value of Beauty in Theory Pursuit: Kuhn, Duhem, and Decision Theory.Gregory J. Morgan - 2013 - Open Journal of Philosophy 3 (1):9-14.
    Should judgments of beauty play a guiding role in theoretical science even if beauty is not a sign of truth? In this paper I argue that they should in certain cases. If we analyze the rationality of theoretical pursuit using decision theory, a theory’s beauty can influence the utilities of the various options confronting the researcher. After considering the views of Pierre Duhem and Thomas Kuhn on aesthetics in science, I suggest that because we value freedom of inquiry we rightly (...)
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  • Unipolar induction: a case study of the interaction between science and technology.Arthur I. Miller - 1981 - Annals of Science 38 (2):155-189.
    Unipolar induction, discovered in 1832 by Michael Faraday, is the case of electromagnetic induction in which a conductor and magnet are in relative rotatory motion. Attempts by scientists and engineers in the nineteenth and twentieth centuries to understand unipolar induction by using magnetic lines of force displayed striking national differences that influenced where the first largescale unipolar dynamo was built. This episode is described, as well as the effect of unipolar induction on Albert Einstein's thinking toward the special theory of (...)
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  • Truth and beauty in scientific reason.James W. Mcallister - 1989 - Synthese 78 (1):25 - 51.
    A rationalist and realist model of scientific revolutions will be constructed by reference to two categories of criteria of theory-evaluation, denominated indicators of truth and of beauty. Whereas indicators of truth are formulateda priori and thus unite science in the pursuit of verisimilitude, aesthetic criteria are inductive constructs which lag behind the progression of theories in truthlikeness. Revolutions occur when the evaluative divergence between the two categories of criteria proves too wide to be recomposed or overlooked. This model of revolutions (...)
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  • Evaluating the Effects of Artistic Impregnation of Scientific Objects on Qualifiers of Perceptual Assessment Through Self-Report Questionnaires: Implications for an Emerging Experimental Neuroepistemology.Leonardo Toledo Miranda Inácio-Barbosa, Fernanda Teixeira, Vivian Maia Reis, Luis Otávio de Marins Ribeiro, Alfredo Nazareno Pereira Boente & Maira Monteiro Fróes - 2017 - Journal of Cognition and Culture 17 (1-2):129-145.
    This report summarizes our preliminary efforts to delineate, at controlled experimentation, the impact of art, and artistic aesthetics, on the way we assess science. Our results suggest that the analytic-synthetic axis of perceptual cognitive handling of the scientific object is unaffected by its artistic non-conventional contextualization, while cognitive abstraction, positive emotions and aesthetic impressions are favoured. Implications to philosophical foundations of the Cartesian scientific method are considered.
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