Discover the secrets of mathematics with the book How to Prove It!

Do you want to master the art of logical thinking and learn to read and create mathematical proofs? This book will open the door to the world of rigorous proof and help you bridge the gap between solving exercises and formally proving theorems.

How to Prove It is an invaluable guide for mathematics and computer science students who want to delve into the foundations of mathematical logic and learn how to correctly formulate and understand proofs. The third edition includes a new chapter devoted to number theory and more than 150 new exercises to help you consolidate what you've learned in practice.

With clear explanations and practical examples, this book will guide you through essential proof techniques, which are crucial not only for studying advanced mathematics but also for theoretical computer science and related fields. Become a confident and assured creator of proofs and take your skills to a new level.

Why choose this book?

• A fundamental tool for understanding and constructing mathematical proofs.
• Comprehensive content including a new chapter on number theory.
• More than 150 new exercises for practice and reinforcement.
• Helps the transition from mechanical problem solving to logical reasoning about statements.
• Versatile use not only in mathematics but also in computer science and other disciplines.

Main features of the book:

• Clear and comprehensible explanations of mathematical proofs.
• Contains both basic and advanced proof techniques.
• Expanded third edition with a new chapter and exercises.
• Suitable for university students and mathematics enthusiasts.
• An authority in teaching mathematical logic and proofs.