Description
Albert Algebras over Commutative Rings provides an exhaustive treatment of Albert algebras and their role within the broader theory of Jordan systems. This volume, the 48th in Cambridge University Press’s prestigious New Mathematical Monographs series, represents a significant contribution to contemporary mathematics.
Written by leading experts Skip Garibaldi, Holger P. Petersson, and Michel L. Racine, the monograph addresses fundamental questions and recent developments in the study of Jordan algebras over commutative rings. The authors synthesize classical results with modern techniques, offering both depth and accessibility to advanced mathematics students and research mathematicians.
The work explores structural properties, representation theory, and applications of Albert algebras, pushing the boundaries of Jordan system theory. This definitive reference combines rigorous mathematical exposition with practical insights, making it an essential resource for researchers specializing in nonassociative algebra, ring theory, and related fields.
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