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Bigraded F-Finite Module Components by محمد البرهم is a document available to read on EtoBox.

What is Bigraded F-Finite Module Components about?

The document discusses the study of bigraded components of F-finite F-modules over a regular ring containing a field of positive characteristic. It utilizes Lyubeznik’s theory to explore properties such as vanishing, rigidity, Bass numbers, associated primes, and injective dimension of these components. The authors present various theorems that generalize results from previous studies and demonstrate applications in local cohomology modules.

Author

محمد البرهم

Language

EN