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We will define a vector space to be a set V along with an addition and a scalar multiplication on V that satisfy the properties discussed in the previous paragraph. By an addition on V we mean a function that assigns an element u + v ∈ V to each pair of elements u, v ∈ V.
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owner: eshi - (no access) - Sheldon_Axler_Linear_Algebra_Done_Right.pdf, p23


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