Homological algebra and module theory constitute a vibrant area of contemporary mathematics, interweaving concepts from algebra, topology and geometry. At its core, homological algebra studies chain ...

Abelian categories and module theory constitute a fundamental framework in modern algebra, offering a robust language and conceptual toolkit for addressing problems that span pure and applied ...

Les extensions cycliques ramifiées L/K de degré p d’un corps local dont la caractéristique résiduelle est p sont plutôt bien comprises. Elles sont définies par une équation d’Artin–Schreier sauf ...

Masaki Kashiwara, project professor at Kyoto University’s Research Institute for Mathematical Sciences, has been awarded the prestigious Abel Prize for 2025. The Norwegian Academy of Science and ...

This module is lectured with the undergraduate modules on commutative algebra (MAS437 and MAS434), and considers rings and commutative algebra. The first half of the module covers basic ring and ...