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Linear Independence in Vector Spaces by Andrew Fong is a document available to read on EtoBox.

What is Linear Independence in Vector Spaces about?

This document provides background on linear independence and defines linear independence of vectors. A set of vectors is linearly independent if the only solution to a linear combination of the vectors equaling the zero vector is if all coefficients are zero. It gives properties of linear independence, including that if any vector is the zero vector or a multiple of another, the set is dependent. It also provides examples of dependent and independent sets of vectors.

Author

Andrew Fong

Language

EN