That is, both series converge or both series diverge. This sequence will converge to as approaches infinity. A sequence that does not converge is said to be divergent. A sequence that does not converge is divergent. As formula 5 approaches zero, the indices converge to degree centrality. Power series can be used to define functions on the domain in which they converge. The pins are parallel and do not converge. This will quickly converge to the eigenvector of the closest eigenvalue to . Will it converge to the given orbit? Instead, nested intervals converge slowly but steadily. Without the two assumptions above, the sequence formula 14 does not necessarily converge. This will converge to a local optimum, so multiple runs may produce different results. Internet traffic will converge to the nodes with direct internet connection, potentially congesting these nodes. But at no point does the sequence converge pointwise to zero. Eventually, objects converge to local maxima of density.