In this edition, you’ll follow the author’s plan to understand core concepts through definitions, axioms, and rigorous reasoning. The work covers how numbers behave under operations, how to compare and relate numbers, and how these ideas extend to problems like divisibility and congruence.

Foundational concepts: number, equality, and the basic laws of arithmetic
Structured development: axioms, definitions, and theorems that build a logical framework
Key tools: operations, division, and concepts of multiples, factors, and modular arithmetic
Early chapters that set the stage for deeper topics in number theory

Ideal for readers new to number theory and for anyone seeking a rigorous introduction to the subject’s elementary ideas.

"About this title" may belong to another edition of this title.

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