`Residue(f(z), For(z, c))`, rendered $\mathop{\operatorname{res}}\limits_{z=c} f(z)$, gives the complex residue of $f(z)$ at the point $z = c$.

Definitions:

Fungrim symbol | Notation | Short description |
---|---|---|

Residue | $\mathop{\operatorname{res}}\limits_{z=c} f(z)$ | Complex residue |

Source code for this entry:

Entry(ID("c54261"), SymbolDefinition(Residue, Residue(f(z), For(z, c)), "Complex residue"), Description(SourceForm(Residue(f(z), For(z, c))), ", rendered", Residue(f(z), For(z, c)), ", gives the complex residue of", f(z), "at the point", Equal(z, c), "."))