FormalLaurentSeries

Input: FormalLaurentSeries(R, SerX)
R( ⁣(x) ⁣)R(\!(x)\!)

The set of formal Laurent series in the series indeterminate xx, with coefficients in the ring RR.

Input: Element(Sum(n * SerX**n, For(n, -2, Infinity)), FormalLaurentSeries(ZZ, SerX))
n=2nxnZ( ⁣(x) ⁣)\sum_{n=-2}^{\infty} n {x}^{n} \in \mathbb{Z}(\!(x)\!)

An example of a formal Laurent series.

Last updated: 2020-03-06 00:22:16