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Automated Mathematical Induction Book

Automated Mathematical Induction
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  • Automated Mathematical Induction
  • Written by author H. Zhang
  • Published by Springer-Verlag New York, LLC, May 1996
  • Two decades ago, Boyer and Moore built one of the first automated theorem provers that was capable of proofs by mathematical induction. Today, the Boyer-Moore theorem prover remains the most successful in the field. For a long time, the research on automa
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Authors

Preface1
Induction Using Term Orders3
New Uses of Linear Arithmetic in Automated Theorem Proving by Induction39
Productive Use of Failure in Inductive Proof79
Middle-Out Reasoning for Synthesis and Induction113
A Calculus for and Termination of Rippling147
Interaction with the Boyer-Moore Theorem Prover: A Tutorial Study Using the Arithmetic-Geometric Mean Theorem181


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