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This chapter explores how linear algebra concepts generalize when the scalars come from a ring rather than a field. Key sections include: 14.1 Modules : Introducing the generalization of vector spaces. 14.2 Free Modules : Working with modules that have a basis. 14.4 Diagonalizing Integer Matrices : Techniques like Smith Normal Form. 14.7 Structure of Abelian Groups : Using module theory to prove the fundamental theorem. 14.10 Exercises Hey everyone, After the talk, a young woman