Applying Lakatos-style reasoning to AI problems
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چکیده
Lakatos (1976) argued that mathematics develops in a much more organic way than its rigid textbook presentation of definition-theorem-proof would suggest. He outlined a heuristic approach which holds that mathematics progresses by a series of primitive conjectures, proofs, counterexamples, proof-generated concepts, modified conjectures and modified proofs. The purpose of this chapter is to apply these heuristics to the AI domains of evolving requirement specifications, planning and constraint satisfaction problems. In drawing analogies between Lakatos’s theory and these three domains, we identify areas of work which correspond to each heuristic, and suggest extensions and further ways in which Lakatos’s philosophy can inform AI problem solving. As well as the implications for added flexibility in AI, these analogies extend both the power and our understanding of Lakatos’s theory, thus this work contributes to the philosophy of mathematics. In addition, we start to build a bridge between these largely disparate AI domains.
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Applying Lakatos-style reasoning to AI problems
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تاریخ انتشار 2009