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31 December, 20:02

Define a basis of a vector space

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  1. 31 December, 20:10
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    Let V a vector space. And B a subset of elements in V.

    B is a basis for V if satisfies the following conditions:

    1. V = span (B). It means that every element of V can be written as a finite linear combination of elements of B.

    2. B is a linear independent subset.
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