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科学哲学认知进路研究的现状与问题 被引量：2

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摘要 科学哲学的认知进路是对科学的认知研究的子部分;吉尔早期利用心理学的范畴理论解释其模型理论,近期提出基于主体的分布式认知进路;内尔赛西安通过"认知-历史"方法研究科学中基于模型的推理,并长期进行实验室研究;萨迦德基于神经机制研究科学概念的创新。已有的研究仍以表征计算范式为主导,存在转换到具身范式的困难,同时没有突出科学的特性。基于此,本文初步提出一种结合科学实践哲学、基于具身的数学认知的研究进路。
作者 王东 吴彤
机构地区 清华大学科技与社会研究所
出处 《哲学动态》 CSSCI 北大核心 2016年第5期98-103,共6页 Philosophical Trends
基金 国家社会科学基金重大课题"科学实践哲学与地方性知识研究"(13&ZD068)资助
关键词 科学哲学认知进路 表征计算范式 具身范式 数学认知
分类号 N031 [自然科学总论—科学技术哲学]
  • 相关文献

参考文献13

  • 1R. N. Giere, Explaining Science : A Cognitive Approach, University of Chicago Press, 1988.
  • 2R. N. Giere, ed. , "Cognitive Models of Science", Minnesota Studies in the Philosophy of Science, Vol. 15, University of Minnesota Press, 1992.
  • 3R. N. Giere, "The Cognitive Structure of Scientific Theories", Philosophy of Science, 61 (2), 1994, pp. 276 -296.
  • 4R. N. Giere, "Distributed Cognition in Epistemic Cultures", Philosophy of Science, December, 2002, pp. 637 - 644.
  • 5R. N. Giere, Scientific Perspectivism, University of Chicago Press, 2006.
  • 6N. J. Nersessian, Creating Scientific Concepts, MIT Press, 2008, p. ix, p. 6, p. 57.
  • 7N. J. Nersessian, "Modeling Practices in Conceptual Innovation: An Ethnographic Study of a Neural Engineering Research Laboratory", U. Feest & F. Steinle, eds. , Scientific Concepts and Investigative Practice, De Gruyter, 2012, pp. 245 - 269.
  • 8P. Thagard, The Cognitive Science of Science: Explanation, Discovery, and Conceptual Change, MIT Press, 2012.
  • 9P. Thagard, "Creative Combination of Representations : Scientific Discovery and Technological Invention", R. Proctor & E. J. Capaldi, eds. , Psychology of Science: Implicit and Explicit Processes, Oxford University Press, 2012, pp. 389 -405.
  • 10P. Thagard & T. C. Stewart, "The AHA! Experience: Creativity through Emergent Binding in Neural Networks", Cognitive Science, 35, 2011.

二级参考文献10

  • 1Wigner, E. P. The Unreasonable Effectiveness of Mathematics in the Natural Sciences[J]. Communications on Pure and Ap- plied Mathematics, 1960, 13:1-14.
  • 2Colyvan, Mark. The Miracle of Applied Mathematics [J]. Syn- these, 2001, 127:265-277.
  • 3Pincock, Christopher. A Revealing Flaw in Colyvan's Indis- pensability Argument [J]. Philosophy of Science, 2004, 71: 61-79.
  • 4Pincock, Christopher. A New Perspective on the Problem of Applying Mathematics [J]. Philosophia Mathematica, 2004, 12 (2): 135-161.
  • 5Jairo Joseda Silva. Structuralism and the Applicability of Mathematics [J]. Axiomathes, 2010, 20:229-253.
  • 6Baker, Alan. The Indispensability Argument and Multiple Foundations for Mathematics[J].Philosophical Quarterly, 2003, 53(210): 49-67.
  • 7Leng, Mary. What's Wrong with Indispensability?(Or the Case for Recreational Mathematics)[J]. Synthese, 2002, 131: 395- 417.
  • 8Bueno, Otavio. An Inferential Conception of the Application of Mathematics. Nous, 2011, 45 (2):345-374.
  • 9Lakoff, G., Nunez, R. Where Mathematics Comes From: How The Embodied Mind Brings Mathematics Into Being [M]. New York: Basic Books, 2000.
  • 10Nunez, R. Numbers and Arithmetic: Neither Hard-wired nor Out There [J]. Biological Theory, 2009, 4(1):68-83.

共引文献3

同被引文献29

  • 1杨庭硕.论地方性知识的生态价值[J].吉首大学学报（社会科学版）,2004,25(3):23-29. 被引量：118
  • 2卢卫红,刘兵.科学史、人类学与“跨文化比较研究”[J].自然辩证法研究,2006,22(4):104-107. 被引量：8
  • 3刘郦.实验科学:一种新的权力/知识分析[J].自然辩证法研究,2006,22(11):25-28. 被引量：2
  • 4吴彤,郑金连.新实验主义:观点、问题与发展[J].学术月刊,2007,39(12):45-48. 被引量：10
  • 5国际科技数据委员会(CODATA)中国全国委员会.大数据时代的科研活动.北京:科学出版社,2014.
  • 6Critchlow T,Van Dam K.K. Data-intensive Science. Chapman & Hall/CRC, 2013.
  • 7T. Hey,etc.. The Fourth Paradigm: Data -intensive Scientific Discovery. Redmond:MicrosoftResearch,2009.
  • 8Kelling S, Hochachka W M, Fink D, et Jigm for Biodiversity Studies. Bioscience, Leonelli S. Introduction: Making Sense of al. Data intensive Science: A New Para 2009, 59(7): 613-620.
  • 9Data-driven Research in the Biological and Biomedical Sciences. Studies in History & Philosophy of Science Part C Studies in History & Philosophy of Biological & Biomedical Sciences, 2012, 43(1) : 1-3.
  • 10Zi-Gang Huang, Jia-Qi Dong, Liang Huang, Ying-Cheng Lai. Universal Flux-fluc- tuation Law in Small Systems. Scientific Reports 4, Article number: 6787 (2014).

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哲学动态
2016年 第5期

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