Description
Orders and Generic Constructions of Units is a rigorous textbook designed for advanced students and researchers in algebraic number theory and ring theory. The book provides a systematic exploration of orders—rings of algebraic integers in number fields—and their role in constructing units within various algebraic structures.
The authors, Eric Jespers and Ángel del Río, combine classical theory with contemporary developments in the field. The text covers essential topics including the structure of unit groups, generic constructions, and applications to integral group rings and other algebraic systems. With carefully selected examples, exercises, and detailed proofs, this De Gruyter textbook serves as both a reference for established researchers and a comprehensive guide for those entering the field.
The presentation balances theoretical foundations with practical computational approaches, making it an invaluable resource for understanding how units behave in various algebraic contexts.







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