Artículo: AMZ-B0FVT4X24Z

Formal Logic Doodles

Format:

Paperback

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En stock
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0.30 kg
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Nuevo
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Amazon
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USA

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  • Formal Logic Puzzles: 100 Challenges in Deduction, Semantics, and Set TheorySharpen your reasoning with 100 formal logic puzzles that blend the rigor of symbolic logic with the satisfaction of problem-solving. Designed for students, educators, and enthusiasts alike, this collection covers propositional logic, quantifiers, set theory, modal logic, and more, each puzzle crafted to reinforce critical reasoning through precise symbolic representation.From the foundations of truth tables to advanced modal systems, every puzzle invites you to translate, analyze, and test validity using the exact tools of modern logic. Whether you’re preparing for philosophy or mathematics exams, teaching formal reasoning, or just love structured problem-solving, this book offers both practice and insight in one concise, publishable format.Inside You’ll Find:100 original, classroom-tested logic puzzlesStep-by-step alignment with solutions (1-to-1 mapping)Topics spanning propositional logic, quantifiers, modal/deontic logic, and set theoryUnicode-standard symbols (∀, ∃, ¬, ∧, ∨, →, ↔, ≡, ∈, ⊆, □, ◇) for professional and academic accuracyPerfect for philosophy, mathematics, linguistics, and computer science programs Sample Puzzles9. Show ∃x P(x) ⊭ ∀x P(x) (give a countermodel).Doodle: Draw a courtroom labeled “Existential vs. Universal.” The judge bangs the gavel yelling, “Existence doesn’t prove universality!”77. Prove or refute: A∖(B∪C) = (A∖B)∩(A∖C).Doodle: Paint A as a big field; fences remove B and C together vs. separately; show the remaining patch is the same. Who This Book Is ForStudents of philosophy, mathematics, and computer science who want a clear, applied way to strengthen logical thinking. Teachers seeking ready-made classroom exercises or examples for proofs, validity testing, and quantifier logic. Anyone who enjoys reasoning puzzles and wants to experience the elegance of formal logic through structured play.
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