GRADIENT VECTOR #01
GRADIENT VECTOR
In vector calculus, the gradient (or gradient vector) is a vector that indicates the direction in which, by moving from a specified point, the largest possible increase in the value of a quantity from which a scalar field is defined for the space under consideration is obtained.
What is the gradient vector for?
In vector calculus, the gradient (or gradient vector) is a vector that indicates the direction in which, by moving from a specified point, the largest possible increase in the value of a quantity from which a scalar field is defined for the space under consideration is obtained.
What is the directional derivative for?
In mathematics, the directional derivative of a differentiable multivariable function along a given vector v at a given point x intuitively represents the instantaneous rate of change of the function, moving through x with a speed specified by v.
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