Titlebook: Automated Mathematical Induction; Hantao Zhang Book 1996 Kluwer Academic Publishers 1996 Arithmetic.automated theorem proving.formal metho

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PAC

Zusammenführung der empirischen Befundeenerating induction hypotheses. A weakness of this method is that it relies on syntactic unification for generating an induction scheme for a conjecture. This paper goes a step further by proposing semantic analysis for generating an induction scheme for a conjecture from a cover set. We discuss the

Instrumental

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https://doi.org/10.1007/978-3-658-17279-4r main point is that, at least in the case of Nqthm, the user can interact with the system without knowing much about how it works inside. This perspective suggests the development of theorem provers that allow interaction that is user oriented and . system developer oriented.

Mangle

Irremediable

Middle-Out Reasoning for Synthesis and Induction,nthesis is difficult because the recursion of the program, which is unknown at the outset, determines the induction in the proof. In middle-out induction, we set up a schematic step case by representing the constructors that are applied to induction variables with meta-variables. Once the step case

Aphorism

,Interaction with the Boyer—Moore Theorem Prover: A Tutorial Study Using the Arithmetic—Geometric Mer main point is that, at least in the case of Nqthm, the user can interact with the system without knowing much about how it works inside. This perspective suggests the development of theorem provers that allow interaction that is user oriented and . system developer oriented.

Finasteride

Induction Using Term Orders, lemmas whose proofs use the theorems . while the theorems themselves use the lemmas. This feature has always been supported by induction procedures based on Knuth—Bendix completion, but these procedures are limited by the use of rewriting (or rewriting-like) inferences. Our procedure avoids this li

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