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  1. Approximate Semantic Transference: A Computational Theory of Metaphors and Analogies.Bipin Indurkhya - 1987 - Cognitive Science 11 (4):445-480.
    In this paper we start from the assumption that in a metaphor, or an analogy, some terms belonging to one domain (source domain) are used to refer to objects other than their conventional referents belonging to a possibly different domain (target domain). We describe a formalism, which is based on the First Order Predicate Calculus, for representing the knowledge structure associated with a domain and then develop a theory of Constrained Semantic Transference [CST] which allows the terms and the structural (...)
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  • Frames, knowledge, and inference.Paul R. Thagard - 1984 - Synthese 61 (2):233 - 259.
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  • A Naturalistic Exploration of Forms and Functions of Analogizing.Robert R. Hoffman, Tom Eskridge & Cameron Shelley - 2009 - Metaphor and Symbol 24 (3):125-154.
    The purpose of this article is to invigorate debate concerning the nature of analogy, and to broaden the scope of current conceptions of analogy. We argue that analogizing is not a single or even a fundamental cognitive process. The argument relies on an analysis of the history of the concept of analogy, case studies on the use of analogy in scientific problem solving, cognitive research on analogy comprehension and problem solving, and a survey of computational mechanisms of analogy comprehension. Analogizing (...)
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  • Learning one subprocedure per lesson.Kurt VanLehn - 1987 - Artificial Intelligence 31 (1):1-40.
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  • Computational approaches to analogical reasoning.Rogers P. Hall - 1989 - Artificial Intelligence 39 (1):39-120.
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  • Learning new principles from precedents and exercises.Patrick H. Winston - 1982 - Artificial Intelligence 19 (3):321-350.
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  • Ideal Learning Machines.Daniel N. Osherson, Michael Stob & Scott Weinstein - 1982 - Cognitive Science 6 (3):277-290.
    We examine the prospects for finding “best possible” or “ideal” computing machines for various learning tasks. For this purpose, several precise senses of “ideal machine” are considered within the context of formal learning theory. Generally negative results are provided concerning the existence of ideal learning‐machines in the senses considered.
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