Absolute convergence refers to the case where a series converges both by itself and when its terms are all made positive. Absolute convergence is generally easier to work with than conditional convergence (see below) and has some useful properties.
Absolute convergence refers to the case where a series converges both by itself and when its terms are all made positive. Absolute convergence is generally easier to work with than conditional convergence (see below) and has some useful properties.