Description
This text provides a thorough treatment of Lie algebras and Chevalley groups, two central structures in modern algebra and representation theory. The author systematically develops the theory from foundational concepts through advanced topics, making it accessible to graduate students while offering depth for research mathematicians.
The book covers the classification of Lie algebras, their representations, and the construction of Chevalley groups—finite groups of Lie type that play crucial roles in group theory and geometry. Each chapter builds methodically on previous material, with careful exposition and numerous examples.
Part of the Infosys Science Foundation series, this volume reflects current mathematical practice and research directions. It serves as both a textbook for formal study and a reference for practitioners seeking detailed proofs and modern perspectives on classical material.
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