The structure of G is an infinite sum of cyclic groups.

A second problem is that (6.9) is an infinite sum which might diverge.

Note this does not automatically extend to infinite sums.

In mathematics, a Taylor series shows a function as an infinite sum.

The equation is derived as an infinite sum over all possible frequencies.

Similarly, the integral is defined as the standard part of a suitable infinite sum.

The infinite sums are much more common, and follow from characteristic zero relations on the hypergeometric series.

He believed that an infinite sum must be a name for something incomplete.

The polylogarithm is defined by the infinite sum, or power series:

The theorem can also be generalized to account for infinite sums.