The connectives /
A comprehensive investigation of the sentence connectives--and, or, if, not--with special attention to their logical properties.
Clasificación: | Libro Electrónico |
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Autor principal: | |
Formato: | Electrónico eBook |
Idioma: | Inglés |
Publicado: |
Cambridge, Mass. :
MIT Press,
©2011.
|
Temas: | |
Acceso en línea: | Texto completo |
Tabla de Contenidos:
- Machine generated contents note: 0. Preliminaries
- 0.1. Connections And Combinations
- 0.1.1. Relational Connections and Posets
- 0.1.2. Galois Connections
- 0.1.3. Lattices and Closure Operations
- 0.1.4. Modes of Object Combination
- Notes and References for [ʹ]0.1
- 0.2. Some Algebraic Concepts
- 0.2.1. Algebras
- 0.2.2. Derived Operations
- 0.2.3. Homomorphisms, Subalgebras, Direct Products
- 0.2.4. Equational Classes of Algebras
- 0.2.5. Horn Formulas
- 0.2.6. Fundamental and Derived Objects and Relations: Tuple Systems
- Notes and References for [ʹ]0.2
- 1. Elements of Sentential Logic
- 1.1. Truth And Consequence
- 1.1.1. Languages
- 1.1.2. Consequence Relations and Valuations
- 1.1.3. #-Classical Consequence Relations and #-Boolean Valuations
- 1.1.4. Forcing Consistent Valuations to Be #-Boolean
- 1.1.5. Two Equations and the `Converse Proposition' Fallacy
- 1.1.6. Generalized Consequence Relations
- 1.1.7. Generalized Consequence Relations: Supplementary Discussion
- 1.1.8. Truth-Tables, and Two More Connectives: Implication and Equivalence
- 1.1.9. More Hygienic Terminology
- Notes and References for [ʹ]1.1
- 1.2. Rules And Proof
- 1.2.1. Sequents and Frameworks
- 1.2.2. Sequents and (Generalized) Consequence Relations
- 1.2.3. Sample Natural Deduction System in SET-FMLA
- 1.2.4. Closer Look at Rules
- 1.2.5. Semantic Apparatus for Sequents and for Rules
- 1.2.6. Two Relational Connections
- 1.2.7. Sample Natural Deduction and Sequent Calculus Systems in SET-SET
- 1.2.8. Some Other Approaches to Logic in SET-SET
- 1.2.9. Axiom Systems and the Deduction Theorem
- Appendix to [ʹ]1.2: What Is a Logic?
- Notes and References for [ʹ]1.2
- 2. Survey of Sentential Logic
- 2.1. Many-Valued Logic And Algebraic Semantics
- 2.1.1. Many-Valued Logic: Matrices.