This operation is well defined on a complex function if the Cauchy-Riemann equations are satisfied.
Christoffel symbols are used to calculate the "covariant" form of this operation. This operation is well defined on a complex function if the Cauchy-Riemann equations are satisfied. The "directional" form of this operation can be found using the (*) gradient. Applying this operation to two functions multiplied together requires using the product rule. Applying this operation to a constant yields zero since it gives the instantaneous rate of change. For 10 points, name this operation that, according to the fundamental theorem of calculus, is the inverse of integration.
Christoffel symbols are used to calculate the "covariant" form of this operation.
derivative [accept “differentiation”]