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  1. Eurisko: A program that learns new heuristics and domain concepts.Douglas B. Lenat - 1983 - Artificial Intelligence 21 (1-2):61-98.
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  • A computational approach to George Boole's discovery of mathematical logic.Luis de Ledesma, Aurora Pérez, Daniel Borrajo & Luis M. Laita - 1997 - Artificial Intelligence 91 (2):281-307.
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  • Machine discovery.Herbert Simon - 1995 - Foundations of Science 1 (2):171-200.
    Human and machine discovery are gradual problem-solving processes of searching large problem spaces for incompletely defined goal objects. Research on problem solving has usually focused on search of an instance space (empirical exploration) and a hypothesis space (generation of theories). In scientific discovery, search must often extend to other spaces as well: spaces of possible problems, of new or improved scientific instruments, of new problem representations, of new concepts, and others. This paper focuses especially on the processes for finding new (...)
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  • Why am and eurisko appear to work.Douglas B. Lenat & John Seely Brown - 1984 - Artificial Intelligence 23 (3):269-294.
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  • Theory formation by heuristic search.Douglas B. Lenat - 1983 - Artificial Intelligence 21 (1-2):31-59.
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  • Automated conjecturing I: Fajtlowicz's Dalmatian heuristic revisited.C. E. Larson & N. Van Cleemput - 2016 - Artificial Intelligence 231:17-38.
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  • Logic and artificial intelligence.Nils J. Nilsson - 1991 - Artificial Intelligence 47 (1-3):31-56.
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  • Discovering patterns in sequences of events.Thomas G. Dietterich & Ryszard S. Michalski - 1985 - Artificial Intelligence 25 (2):187-232.
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  • Acquiring Creative Knowledge for Knowledge-Based Systems.Z. Chen - 1996 - Journal of Intelligent Systems 6 (3-4):179-198.
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  • Reductionism and its heuristics: Making methodological reductionism honest.William C. Wimsatt - 2006 - Synthese 151 (3):445-475.
    Methodological reductionists practice ‘wannabe reductionism’. They claim that one should pursue reductionism, but never propose how. I integrate two strains in prior work to do so. Three kinds of activities are pursued as “reductionist”. “Successional reduction” and inter-level mechanistic explanation are legitimate and powerful strategies. Eliminativism is generally ill-conceived. Specific problem-solving heuristics for constructing inter-level mechanistic explanations show why and when they can provide powerful and fruitful tools and insights, but sometimes lead to erroneous results. I show how traditional metaphysical (...)
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  • MUSCADET: An automatic theorem proving system using knowledge and metaknowledge in mathematics.Dominique Pastre - 1989 - Artificial Intelligence 38 (3):257-318.
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  • MizarMode—an integrated proof assistance tool for the Mizar way of formalizing mathematics.Josef Urban - 2006 - Journal of Applied Logic 4 (4):414-427.
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  • Learning structures of visual patterns from single instances.Yoshinori Suganuma - 1991 - Artificial Intelligence 50 (1):1-36.
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