A function is said to be analytic function at a point z0 if f is differentiable not only at z0 but an every point of some neighborhoods at z0.
-
-
If u and v are functions of the two independent variables x and y , then the determinant, is known as the jacobian of u and v with respect to x and y.
-
Overview (sequence and series) A function f : N , where S is a non-empty set , is called sequence , for…
- 1
- 2