New Articulations of the Theory of Oppositions : Seventh World Congress on the Square of Opposition (Studies in Universal Logic) / Herausgegeben:Bé/ziau, Jean-Yves/ Stern, Julio Michael

New Articulations of the Theory of Oppositions : Seventh World Congress on the Square of Opposition (Studies in Universal Logic) （2026. vi, 296 S. VI, 296 p. 98 illus., 90 illus. in color. 235 mm）

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New Articulations of the Theory of Oppositions : Seventh World Congress on the Square of Opposition (Studies in Universal Logic) （2026. vi, 296 S. VI, 296 p. 98 illus., 90 illus. in color. 235 mm）

Herausgegeben:Bé/ziau, Jean-Yves/ Stern, Julio Michael

ウェブストア価格 ¥70,764（本体¥64,331）
SPRINGER, BERLIN; BIRKHÄUSER（2026/02発売）
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製本 Hardcover:ハードカバー版
商品コード 9783032130662

Full Description

This proceedings volume stems from the 7th World Congress on the Square of Opposition, which took place in Leuven, Belgium, in September 2022, after the previous editions in Montreux, Switzerland in 2007, Corté, Corsica, in 2010, Beirut, Lebanon in 2012, Vatican City in 2014, Easter Island in 2016, and Crete in 2018. This interdisciplinary event gathered logicians, philosophers, mathematicians, semioticians, theologians, cognitivists, artists, and computer scientists.

The theory of the square of opposition was developed based on a logical structure coming from Aristotelian logic, a square, which was expanded into more complex geometrical objects: hexagons, octagons, polyhedra, and even four-dimensional objects. It has been continuously studied for two thousand years and it can also be found in works by Gottlob Frege. Such a logical construction can be applied to many fields, ranging from metalogic to highway code, through economics, music, physics, color theory, and theology. This volume contains new advances on the different aspects of this theory: its history, philosophy, application, and mathematical shapes.

The articles in this volume will be of interest to researchers and students in logic, mathematics, and philosophy alike.

Chapter 1. Multidimensional oppositions in Flatland.- Chapter 2. Nelson's Logical Diagrams.- Chapter 3. Internal Logics of Logical Hexagons in 3-Oppositional Quadrisimplexes.- Chapter 4. A hexagon of opposition to clarify Kant's two dichotomies: Analytic/synthetic — a priori/a posteriori.- Chapter 5. On the Uniqueness of the Contrary.- Chapter 6. Logic meets Semiotics: From Greimas' square to the structure of semantic universes.- Chapter 7. Theories of opposites before Aristotle.- Chapter 8. Defining Universal logic as composed by a logical structure of two kinds of square of opposition and their mutual translations.- Chapter 9. Two Octagons of Opposition for a Variety of Theisms and Atheisms.- Chapter 10. Tetrahedron of Oppositions: A study in non-classical logics.- Chapter 11. Three Notions of Contingency - Some Historical Considerations.- Chapter 12. Squares, Octagons, Hexadecagons, and Beyond: The Intuitionistic Case.- Chapter 13. Approximating to Universal Logic: Combining Different Kinds of Modalities in One Formal Axiomatic Theory  Modeled Graphically by the Opposition-Square-and-Hexagon.- Chapter 14. Ontological Neutrality: The Square of Opposition and Abstract Model Theory.- Chapter 15. Intensional and extensional semantics for apodeictic syllogistics.