Linear Dependence

up:: Linear Independence

Given a vector space $(V,+,\cdot )$, a set $S\subseteq V$ is said to be linearly dependent if it is not Linearly Independent ─ that is, if there is at least one vector $v\in S$ such that it is the Linear Combination of the other vectors.

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References

• Um Curso de Álgebra Linear, Flávio Ulhoa Coelho & Mary Lilian Lourenço. Editora EDUSP.