Quantification Theory
By J. A. Faris
"Quantification Theory" is published by Taylor & Francis Group in 2019 - London, it has 154 pages and the language of the book is English.
“Quantification Theory” Metadata:
- Title: Quantification Theory
- Author: J. A. Faris
- Language: English
- Number of Pages: 154
- Publisher: Taylor & Francis Group
- Publish Date: 2019
- Publish Location: London
“Quantification Theory” Subjects and Themes:
- Subjects: ➤ Logic, Symbolic and mathematical - Symbolic and mathematical Logic - Logique symbolique et mathématique - PHILOSOPHY - General
Edition Identifiers:
- The Open Library ID: OL33697018M - OL3374902W
- ISBN-13: 9781000735529 - 9780367853976 - 9781000735277 - 9781000735024
- All ISBNs: 9781000735529 - 9780367853976 - 9781000735277 - 9781000735024
AI-generated Review of “Quantification Theory”:
"Quantification Theory" Description:
Open Data:
1. (1. Introduction 2. Direct and indirect evaluation . 3. Quantifier-matrix form of singular statements 4. An alternative formulation 5. Universes of discourse 6. Quantifier-matrix form of general statements 7. Predicate and argument 8. Predicate abbreviation and substitution 9. Quantificational form 10. The question of existential import 11. Definitions) 2. (1. Quantificational validity 2. Deduction 3. The rule EI*; dummy names 4. The rules EG*, UI* and UG* 5. The rules SD* and SQ*; the restriction in SQ* 6. Examples 7. Explanatory remarks about UG* 8. Replacement of starred rules by unstarred rules: EI, EG, UI, UG) 3. (1. List of rules 2. Interpretation of the rules 3. Principles of single quantification; deductions 4. Multiple quantification; introduction 5. Expressing multiply general statements in quantificational form 6. Principles of multiple quantification; deductions 7. Identity 8. Definite descriptions; the iota operator) 4. (1. Reformulated definitions of validity; proof of invalidity 2. Quantifier-free equivalents 3. Testing QFE's for falsifiability 4. Predicate and subject 5. Special considerations relating to identity 6. Examples of invalidity proofs 7. Decision problems)
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