Many-valued Logics / Rosser & Turquette (1952)

Description: Many-Valued Logics (Studies in Logic and the Foundations of Mathematics) - Hardcover Explore the foundations of non-classical logic with this foundational text! "Many-Valued Logics" by J.B. Rosser and A.R. Turquette delves into logical systems that extend beyond the traditional true/false dichotomy, opening up a world of possibilities in mathematical and philosophical reasoning. Details: ● Authors: J.B. Rosser and A.R. Turquette ● Title: Many-Valued Logics ● Series: Studies in Logic and the Foundations of Mathematics ● Binding: Hardcover ● Publisher: North-Holland Publishing Company, Amsterdam ● Year: 1952 ● Condition: "Good" (see photos) Why this book? ● Seminal Work: A pioneering text in the field of many-valued logic, laying the groundwork for further research and development in this area. ● Comprehensive: Covers a wide range of topics, including the history of many-valued logic, different types of many-valued systems, and their applications in various fields. ● Rigorous Treatment: Presents the material with mathematical rigor, suitable for those with a background in logic and mathematics. ● Influential: Rosser and Turquette's work has had a significant impact on the development of non-classical logics and their applications in computer science and artificial intelligence. ● Scarce: Early printings of this book can be difficult to find. Perfect for: ● Logicians and Mathematicians: A valuable resource for those studying non-classical logics, fuzzy logic, and related areas. ● Computer Scientists: Provides insights into the foundations of many-valued logic, which has applications in computer science and artificial intelligence. ● Philosophers: Explores the philosophical implications of moving beyond traditional two-valued logic. ● Collectors: A potentially rare edition for those interested in collecting classic works in logic and the foundations of mathematics. Don't miss this opportunity to own a piece of logical history!

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Location: San Francisco, California

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