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| 文章编号：1672-3104(2003)06-0719-05 |
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智力资源的两个特殊的思维模式
——关于形象思维有限量问题的探索 |
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汪悃款1, 赵南元2 |
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（1.扬州大学盐阜路校区，江苏扬州， 225001； 2. 清华大学自动化系，北京， 100084） |
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| 摘 要： 以现代认知科学与思维科学为背景，通过对形象思维有限量化问题中的G·米勒参数和A·西蒙参数进行比较和分析，建构出形象思维有限量化Ⅰ、Ⅱ级模式，并指出了相应的应用前景。 |
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关键词： G·米勒参数； A·西蒙参数； 组块； 量化模式； 数学推论
中图分类号： B811.2
文献标识码： A
收稿日期： 2003-06-27
作者简介：汪悃款（1950-）,男，江苏杨州人， 杨州大学盐阜路校区研究员，主要研究方向：认知学、思维学.
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Twp special thinking patterns for intelligent resource
——Probe into limitutedly measuring for thinking in lmages |
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WANG Kun-kuan1, ZHAN Nan-yuan2 |
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（1.Yangzhou University, Yangzhou 225001, China; 2. Automation Tsinghua University, Beijing 100084, China） |
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| Abstract: Against the background of modern cognitive science and thinking science, the text adopted such a research method as multidisciplinary infiltration to compare and analyze G.Miller Parameter and A.simon Parameter concerning limitedly measuring for thinking in images, so that grade Ⅰ and Ⅱ Patterns for it were established. Furthermore, our text applied the mathematic method to deduce the amount, which is embodied in chunk and uses the least nerve resources, and then analyzed it. The text also illustrated the application prospect, multifunctional value and significance of methodology arising from the theory and practice of the two thinking patterns. |
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Key words: G.Miller parameter; A.Simon parameter; chunk; measuring pattern; mathematic corollary |
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