power series

Noun

 * 1)  Any infinite series of the general form $$\sum_{i=0}^\infty a_i (x-c)^i$$.
 * 2) * 1899, Oskar Bolza, The Theory of Functions, 2013, Reprint, Books on Demand, page 69,
 * From this theorem (for which in many cases Cauchy's theorem on double sums may be substituted) follow easily the rules for the multiplication and division of power series, Taylor's theorem for power series along with the rules for differentiation of power series and series of power series.
 * 1) * 1899, Oskar Bolza, The Theory of Functions, 2013, Reprint, Books on Demand, page 69,
 * From this theorem (for which in many cases Cauchy's theorem on double sums may be substituted) follow easily the rules for the multiplication and division of power series, Taylor's theorem for power series along with the rules for differentiation of power series and series of power series.

Usage notes
The constant c is sometimes called the of the power series, and is often 0.

Translations

 * Czech: mocninná řada
 * German: Potenzreihe
 * Polish: szereg potęgowy
 * Romanian: serie de puteri