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Group Theory: A Journey from Intuition to Abstraction: SUNIL KUMAWAT
by SUNIL KUMAWAT
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Synopsis
Book Title: Group Theory: A Journey from Intuition to Abstraction
Author: Sunil Kumawat
Description:
Group Theory: A Journey from Intuition to Abstraction is a thoughtfully crafted book designed to bridge the gap between concrete understanding and formal mathematical rigor in the study of group ...
Author: Sunil Kumawat
Description:
Group Theory: A Journey from Intuition to Abstraction is a thoughtfully crafted book designed to bridge the gap between concrete understanding and formal mathematical rigor in the study of group ...
Book Title: Group Theory: A Journey from Intuition to Abstraction
Author: Sunil Kumawat
Description:
Group Theory: A Journey from Intuition to Abstraction is a thoughtfully crafted book designed to bridge the gap between concrete understanding and formal mathematical rigor in the study of group theory. It guides readers on a progressive journey, starting from everyday intuitive examples like symmetries, modular arithmetic, and geometric transformations, and gradually leading them into the deeper abstract structures and theorems that form the foundation of modern algebra.
Written with clarity and purpose, this book is ideal for undergraduate students, aspiring mathematicians, and curious learners who seek to build a strong conceptual and practical grasp of group theory. Each chapter is carefully structured, featuring detailed explanations, visual illustrations, motivating examples, and well-developed proofs. The book also includes carefully selected exercises to reinforce learning and promote deeper exploration of topics.
Key topics covered include:
The definition and classification of groups
Subgroups, cosets, and Lagrange’s theorem
Group homomorphisms and isomorphisms
Cyclic groups and permutation groups
Group actions and their applications
Sylow theorems and the structure of finite groups
Simple groups and composition series
An introduction to representation theory and character tables
What sets this book apart is its commitment to accessibility without compromising mathematical rigor. By emphasizing the "why" behind definitions and theorems, it builds a strong narrative that invites readers to see the beauty and logic of abstract algebra
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