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Crossed Modules Filomat by mohamedaminsadrawi is a document available to read on EtoBox.
What is Crossed Modules Filomat about?
This paper introduces the concept of derivations for Lie algebra crossed modules and establishes their representation through the augmentation ideal. It also defines the first cohomology groups for these crossed modules and connects them to classical Chevalley-Eilenberg cohomology. The study aims to enhance the cohomology theory of Lie crossed modules with arbitrary coefficients, providing a foundational framework for future research in this area.
- Author
- mohamedaminsadrawi
- Language
- EN