You will need to have: 1  the ability to grasp complex and dynamic legislation; 2  the capacity to explain, apply and monitor such legislation; 3  effective communication skills, both oral and written; 4  patience and resilience; 5  analytical, problem-solving and decision-making skills; 6  leadership and management qualities;
Converge is a verb that applies limits, sequences, series, and integrals. The word diverge is used for the negation of it. A limit converges if it exists, that is, if it has a finite value. It diverges if it doesn't exist.
The radius of convergence r is a nonnegative real number or â such that the series converges if. and diverges if. Following this definition we get another representation: In other words, the series converges if z is close enough to the center and diverges if it is too far away.as radius of convergence 1, and diverges at every point on the boundary. Example 2: The power series for g(z) = âln(1 â z) , expanded around z = 0, which is. has radius of convergence 1, and diverges for z = 1 but converges for all other points on the boundary. The function Æ(z) of Example 1 is the derivative of g(z) .