
vector field,
n. a mapping from a connected domain in Euclidean space into Euclidean space, especially when the values are written vectorially, as, for example,
v = v1(x, y, z)i + v2(x, y, z)j + v3(x, y, z)k.
Compare scalar field, tensor field.
v = v1(x, y, z)i + v2(x, y, z)j + v3(x, y, z)k.
Compare scalar field, tensor field.