Kaufmann

1975 · 2682 — <p><strong>Applications à la linguistique à la logique et à la sémantique</strong></p><p><strong>Arnold Kaufmann & Lotfi A. Zadeh</strong> Paris: Masson 1975 Softcover</p><p><strong>Description</strong></p><p>This volume presents one of the earliest systematic explorations of <strong>fuzzy set theory</strong> applied beyond engineering extending into <strong>linguistics</strong> <strong>logic</strong> and <strong>semantic modeling</strong>. Co‑authored by Arnold Kaufmann and Lotfi A. Zadeh—the founder of fuzzy set theory—the book captures a pivotal moment when fuzzy logic was beginning to influence the study of natural language reasoning and meaning.</p><p>The authors develop:</p><ul><li><p><strong>foundational concepts of fuzzy sets</strong> and graded membership</p></li><li><p><strong>linguistic variables</strong> and their role in modeling imprecise or qualitative information</p></li><li><p><strong>applications to logic</strong> including approximate reasoning and non‑binary truth structures</p></li><li><p><strong>semantic interpretation</strong> using fuzzy relations and graded categories</p></li><li><p><strong>early frameworks</strong> for bridging human language and computational representation</p></li></ul><p>This work is historically significant for its contribution to the expansion of fuzzy theory into the humanities and cognitive sciences. Its presence in the <strong>Hassan Aït‑Kaci research library</strong> is especially fitting given his interest in semantics logic and the formal representation of meaning.</p> Masson paperback