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What is Understanding Vector Spaces and Subspaces about?

The document defines vector spaces and subspaces. A vector space is a set V with operations of vector addition and scalar multiplication that satisfy certain axioms. Examples of vector spaces include the set of n-tuples of real numbers Rn and the set of polynomials with real coefficients Rn[X]. A subspace W of a vector space V is a subset of V that is also a vector space under the same operations, and is closed under addition and scalar multiplication.

Author

aba3aba

Language

EN