Dennery, Krzywicki - Mathematics for Physicists (Dover 1996) OCRed
5.1 Real Vector Spaces. Definition (1/2) Let V be an arbitrary nonempty set of objects on which two operations are defined, addition and multiplication.
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10.4 Complex Vector Spaces. Basic Properties Recall that a vector space in which the scalars are allowed to be complex numbers is called a complex vector.
Chapter 4 Chapter Content 1. Real Vector Spaces 2. Subspaces 3. Linear Independence 4. Basis 5.Dimension 6. Row Space, Column Space, and Nullspace 8.Rank.
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