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Efficient Deduction in Many-Valued Logics by Hahnle R. is a nonfiction available to read on EtoBox.

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Internet-Publication. — 10 p. English. (OCR-слой).[Reiner Hahnle. University of Karlsruhe. Institute for Logic, Complexity and Deduction Systems. Karlsruhe, Germany]. **Abstract.**This paper tries to identify the basic problems encountered in automated theorem proving in many-valued logics and demonstrates to which extent they can be currently solved. To this end a number of recently developed techniques are reviewed. We list the avenues of research in many-valued theorem proving that are in our eyes the most promising. **Introduction.**The purpose of this note is to review a number of techniques that lead to a computationally adequate representation of the search space of many-valued logics and to identify the avenues of research in many-valued theorem proving that are in our eyes the most promising. We do not mention the large number of possible applications of many-valued theorem proving, but refer to [15] for an extensive list of applications and to [18] for a case study.If one is doing many-valued deduction, typically a number of problems that are not as much prominent in classical deduction have to be addressed:The number of case distinctions is much larger due to the increas

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Author
Hahnle R.
Language
EN
Category
nonfiction
Subjects
Mathematics, Logic, Stem

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