Radius of Convergence - Abscissa of Convergence of A Dirichlet Series

An analogous concept is the abscissa of convergence of a Dirichlet series

Such a series converges if the real part of s is greater than a particular number depending on the coefficients an: the abscissa of convergence.

Read more about this topic:  Radius Of Convergence

Famous quotes containing the word series:

    “The professional celebrity, male and female, is the crowning result of the star system of a society that makes a fetish of competition. In America, this system is carried to the point where a man who can knock a small white ball into a series of holes in the ground with more efficiency than anyone else thereby gains social access to the President of the United States.”
    —C. Wright Mills (1916–1962)