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Propositional logic books focus on the formal study of statements (propositions) that are either true or false and how they combine using logical connectives such as and, or, not, and implies. Titles in this category typically cover syntax and semantics, truth tables, tautologies and contradictions, validity and entailment, satisfiability, and normal forms like CNF and DNF. Many also introduce proof systems (e.g., natural deduction, sequent calculus, resolution), decision procedures, and the SAT problem. Readers will find both introductory texts with examples and exercises and more advanced treatments connecting propositional logic to computer science (digital circuits, algorithms, verification, AI), mathematics, and philosophy of logic. Overall, the category emphasizes clear reasoning, formal inference, and the foundations of truth-functional logic.

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