Vector Space, Topological Space, Mathematics, Math, Linear Algebra.
form a vector space. To understand this, we need to look at the properties first. Vector Properties: If A and B are two vectors, then (1) Addition: A+B will also be a vector (2) Commutativity: A + B = B + A (3) Zero Vector: 0 (doesn’t signify origin of vector space, just a dummy vector) (4)