What does "zero vector" mean?

A vector 0 in a vector space V such that for any v∈V, 0+v=v; a vector whose value in every dimension is zero; i.e., ⃑0= .

Zero vector

noun

noun ·Rare ·Advanced level

Noun

1
A vector 0 in a vector space V such that for any v∈V, 0+v=v; a vector whose value in every dimension is zero; i.e., ⃑0=<0,0,…,0>.
"The zero vector of a given vector space is the space's additive identity."

"The zero vector of a given vector space is the space's additive identity."