Abstract Algebra

Capture the logic and beauty of modern algebra with Abstract Algebra, a masterfully written text by Shaoqiang Deng and Fuhai Zhu. This clear, rigorous introduction draws readers into the core structures — groups, rings, fields, modules — while steadily building the proof skills essential for advanced mathematical study.

Begin with intuitive motivations and concrete examples that illuminate abstract concepts, then progress to central theorems such as isomorphism theorems, Sylow results, and fundamentals of field extensions and Galois theory. Each chapter balances formal proofs with worked examples, making complex ideas accessible without sacrificing rigor. Carefully designed exercises reinforce understanding and encourage mathematical maturity for both classroom and independent study.

Ideal for undergraduate and beginning graduate courses, as well as self-learners preparing for research or competitive exams, this book aligns with university curricula across Asia, Europe, and North America. Whether you’re an instructor seeking a dependable course text or a student aiming to master group theory and ring theory, you’ll find this book a dependable companion.

Standout features include concise, logical exposition; progressive problem sets; and clear pathways from elementary concepts to advanced topics. The presentation emphasizes both computational technique and theoretical insight, helping readers develop fluency in abstract reasoning.

Deepen your mathematical foundation and unlock new areas of inquiry with Abstract Algebra by Shaoqiang Deng and Fuhai Zhu — a polished, student-friendly resource built for serious study. Order your copy today and take the next step in algebraic mastery.

Note: eBooks do not include supplementary materials such as CDs, access codes, etc.