Introduction |
Truth Functions / Part I: |
Negation, Conjunction, and Alternation / 1: |
The Conditional / 2: |
Grouping / 4: |
Truth-Value Analysis / 5: |
Consistency and Validity / 6: |
Implication / 7: |
Words into Symbols / 8: |
Equivalence / 9: |
Alternational Normal Schemata / 10: |
Simplification / 11: |
Duality / 12: |
Axioms / 13: |
General Terms and Quantifiers / Part II: |
Categorical Statements / 14: |
Venn's Diagrams / 15: |
Syllogisms / 16: |
Limits of These Methods / 17: |
Boolean Schemata / 18: |
Tests of Validity / 19: |
Some Boolean Incidentals / 20: |
The Bound Variable / 21: |
Quantification / 22: |
Rules of Passage. Monadic Schemata / 23: |
Prenexity and Purity / 24: |
Validity Again / 25: |
Substitution / 26: |
General Theory of Quantification / Part III: |
Schemata Extended / 27: |
Substitution Extended / 28: |
Pure Existentials / 29: |
The Main Method / 30: |
Application / 31: |
Completeness / 32: |
Louml;wenheim's Theorem / 33: |
Decisions and the Undecidable / 34: |
Functional Normal Forms / 35: |
Herbrand's Method / 36: |
Other Methods for Validity / 37: |
Deduction / 38: |
Soundness / 39: |
Deductive Strategy / 40: |
Glimpses Beyond / Part IV: |
Singular Terms / 41: |
Identity / 42: |
Descriptions / 43: |
Elimination of Singular Terms / 44: |
Elimination of Variables / 45: |
Classes / 46: |
Number / 47: |
Axiomatic Set Theory Partial Answers to Exercises / 48: |
Bibliography |
Index |
Introduction |
Truth Functions / Part I: |
Negation, Conjunction, and Alternation / 1: |
The Conditional / 2: |
Grouping / 4: |
Truth-Value Analysis / 5: |