Module theory by Wikipedia Bot 0
Module theory is a branch of abstract algebra that generalizes the concept of vector spaces to a more general setting. In module theory, the scalars are elements of a ring, rather than a field. This enables the study of algebraic structures where the operations can be more diverse than those defined over fields. ### Key Concepts: 1. **Modules**: A module over a ring \( R \) is a generalization of a vector space.

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