Cover inspired by a photograph by Walker Evans

Contents

• Introduction
  
  
• I: Fundamentals
  • 1. Sets
  • 2. Logic
  • 3. Counting
    
    
• II: How to Prove Conditional Statements
  • 4. Direct Proof
  • 5. Contrapositive Proof
  • 6. Proof by Contradiction
    
    
• III: More on Proof
  • 7. Proving Non-Conditional Statements
  • 8. Proofs Involving Sets
  • 9. Disproof
  • 10. Mathematical Induction
    
    
• IV: Relations, Functions and Cardinality
  • 11. Relations
  • 12. Functions
  • 13. Cardinality of Sets
    
    
• Index

Book of Proof

Richard Hammack

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