Linear Dependence
Definition
The vectors v1,v2,...,vk in a vector space V are said to be linearly dependent if there exist constans a1,a2,...,ak, not all zero, such that
(1)
Otherwise, v1,v2,...,vk are called linearly independent.
Linear Dependence
Definition
The vectors v1,v2,...,vk in a vector space V are said to be linearly dependent if there exist constans a1,a2,...,ak, not all zero, such that
(1)
Otherwise, v1,v2,...,vk are called linearly independent.