What is Complex Differentiation?

Question

What is Complex Differentiation?

Answer 1

Differentiation of functions of a complex variable. Interestingly, any complex function that is differentiable is infinitely differentiable! That means, unlike in the real variable case, that if a function of a complex variable has a first derivative then it has derivatives of all orders.

Answer 2

It is differentiation involving complex functions. You'll encounter 'j' term in this differentiation.

Answer 3

a million) i think of in this one you're finding that the quantity will enhance with radius? so R is the value of exchange in quantity over the exchange in radius. R = dV/dr quantity of a cylinder V = ? r^2 h h = 24 V = ? r^2 (2r) V = (? 2 r^3) R = dV/dr dV = R dr combine V = R*r + C R = V/r + C R = (? 2 r^3)/r + C R = (? 2 r^2) + C .25 = (? 2 (2)^2) + C C = .25 - (? 2 (2)^2) C = a million/4 - 8? = -24.88 so R(r) = (2 ? r^2) -24.88 i think of it rather is suited. the different one contains floor section which i dislike. sa = int sqrt( r^2 - f(x)^2) or something like that. i'm hoping this is top.