Deduction Systems in Artificial Intelligence
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Book 1
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Deduction Systems in Artificial Intelligence: (Ellis Horwood Series in Artificial Intelligence)

Deduction Systems in Artificial Intelligence: (Ellis Horwood Series in Artificial Intelligence)


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About the Book

This book provides easy access to the field of deduction systems, a sub-field of Artificial Intelligence. It presents basic terminology and methods of deduction systems in a concise way, supported by numerous examples and diagrams. The book reflects the state of the art in this area, showing deduction to be an essential prerequisite of intelligent behaviour, with deduction components a vital constituent of most AI systems. The first chapter is a survey of automated deduction, offering several applications. The core of the book introduces the basics in an intelligible manner, helped by the use of examples. Guided by a four-layer model of a deduction system, it introduces the relevant logics, calculi, representation and control mechanisms. The authors deal with the special treatment of equality, and explain the problems connected with the equality relation together with some approaches designed to overcome such problems. The final sections present the foundations of logic programming and introduce automation of proofs by complete induction. Automated deduction has a tradition in Germany, where the Markgraf Group was initiated 10 years ago: the authors of this book are all members of the Markgraf Karl Group and contributed to the development of the Markgraf Karl Refutation Procedure, one of the most powerful deduction systems available.

Table of Contents:
Part 1 The history of deduction systems and some applications, J.H.Siekmann: the early history; the first deduction systems; the development since 1965; the subdisciplines; some applications. Part 2 The foundations, N.Eisinger and H.J.Ohlbach: first-order predicate logic; calculi for first-order predicate logic; representation; matrices; control; an actual deduction system. Part 3 The equality relation: the equality problem, K.H.Blaesius and H.J.Ohlbach; general equality procedures, K.H.Blaesius; unification theory, Hans-Juergen Buerckert; term rewriting systems, N.Eisinger and A.Nonnengart. Part 4 Computational logic, H.J.Buerckert: logic programs; resolution for horn formulas; compilation of logic programs; sorts and types; feature types. Part 5 Complete induction, D.Hutter: the structure of a data base; proving function properties (Lemmas); current state of research and open questions.


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Product Details
  • ISBN-13: 9780132009812
  • Publisher: Prentice Hall Europe (a Pearson Education company)
  • Publisher Imprint: Ellis Horwood Ltd , Publisher
  • Height: 229 mm
  • Weight: 531 gr
  • ISBN-10: 0132009811
  • Publisher Date: 19 Jul 1989
  • Binding: Hardback
  • Series Title: Ellis Horwood Series in Artificial Intelligence
  • Width: 152 mm


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