Master the essentials of number theory with a compact, classroom-friendly introduction. This book presents the core ideas of the subject in clear, brief chapters and is designed for beginners. It collects fundamental results, practical methods, and carefully chosen exercises that reinforce learning.
It lays out the basic properties of integers, divisibility, and prime numbers; introduces congruences and modular arithmetic; and presents key theorems from Fermat and Wilson. The material is drawn from lectures and is organized to help readers build confidence as they work through the topics and problems.
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