Saddle Point Natural & Formal Sciences Dictionary Definition A critical point of a twice-differentiable scalar field where the gradient vanishes and the quadratic approximation shows directions of both positive and negative curvature, so the point is neither a local minimum nor a local maximum.
Saddle Point Natural & Formal Sciences Dictionary Definition A critical point of a twice-differentiable scalar field where the gradient vanishes and the quadratic approximation shows directions of both positive and negative curvature, so the point is neither a local minimum nor a local maximum.