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 ...

Algebraic structures form the backbone of many modern mathematical theories, with module theory standing as a central discipline within abstract algebra. Modules, generalising the concept of ...

G. Griffith ELDER, Ramified extensions of degree p and their Hopf–Galois module structure, Journal de Théorie des Nombres de Bordeaux, Vol. 30, No. 1 (2018), pp. 19-40 ...

PIONEERING D-MODULE THEORY Kashiwara is best known for his work on D-module theory, a new basis for studying systems of linear differential equations with algebraic analysis, according to the ...