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This book explores the intricate relationships between binary linear codes, binary matrices, and graphs, with a particular focus on efficiently computing automorphism groups. It presents an in-depth examination of finite group representation theory in the context of coding theory and matrix algebra. The book provides a comprehensive understanding of how these mathematical structures intertwine, offering valuable insights for researchers, mathematicians, and practitioners in the field of coding theory and related disciplines.

Produktbeschreibung
This book explores the intricate relationships between binary linear codes, binary matrices, and graphs, with a particular focus on efficiently computing automorphism groups. It presents an in-depth examination of finite group representation theory in the context of coding theory and matrix algebra. The book provides a comprehensive understanding of how these mathematical structures intertwine, offering valuable insights for researchers, mathematicians, and practitioners in the field of coding theory and related disciplines.
Autorenporträt
Enseignant universitaire en codes, cryptographie et algèbre appliquée, avec des années d'expérience. Passionné par l'éducation supérieure, je guide les étudiants dans des sujets complexes tels que l'algèbre avancée, la théorie des codes et la cryptographie, tout en offrant des cours inspirants et accessibles.