Metamodeling abduction
Theoria 22 (3):285-293 (2007)
| Abstract | Abduction can be intended as a special kind of deductive consequence. In fact a general trend is to consider it as a backward deduction with some additional conditions. However, there can be more than one kind of deduction, so that any definition of abduction must take that into account. From a logical perspec-tive the problem is precisely the formalization of conditions when the deductive consequence is fixed. In this paper, we adopt Makinson’s method to define new consequence relations, hence abduction is defined as a reverse relation corresponding to each one of such relations | |||||||||
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Ángel Nepomuceno-Fernández & Fernando Soler-Toscano (2007). Metamodeling Abduction. Theoria 22 (3):285-293.
Robert G. Burton (1999). A Neurocomputational Approach to Abduction. Minds and Machines 9 (2):257-265.
Patryk Dziurosz-Serafinowicz (2012). Common Cause Abduction: Its Scope and Limits. Filozofia Nauki 4.
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Fernando Tohmé & Ricardo Crespo (forthcoming). Abduction in Economics: A Conceptual Framework and its Model. Synthese:1-23.
Sami Paavola (2006). Hansonian and Harmanian Abduction as Models of Discovery. International Studies in the Philosophy of Science 20 (1):93 – 108.
Sami Paavola (2004). Abduction as a Logic and Methodology of Discovery: The Importance of Strategies. Foundations of Science 9 (3):267-283.
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