Gradient (of a Scalar Field) Natural & Formal Sciences Dictionary Definition A vector field that at each point gives the direction and rate of greatest increase of a differentiable scalar function; in Euclidean coordinates it is the tuple of partial derivatives ∇f = (∂_1 f, ..., ∂_n f).
Gradient (of a Scalar Field) Natural & Formal Sciences Dictionary Definition A vector field that at each point gives the direction and rate of greatest increase of a differentiable scalar function; in Euclidean coordinates it is the tuple of partial derivatives ∇f = (∂_1 f, ..., ∂_n f).