Difference between revisions of "Complex residue"
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The '''complex residue''' of a complex function ''f''(''z'') is the coefficient of the <math>1 \over z</math> term in ''f''(''z'')'s [[Laurent series]] expansion. | The '''complex residue''' of a complex function ''f''(''z'') is the coefficient of the <math>1 \over z</math> term in ''f''(''z'')'s [[Laurent series]] expansion. | ||
| − | [[category: | + | [[category:complex analysis]] |
Revision as of 02:14, April 14, 2007
The complex residue of a complex function f(z) is the coefficient of the <math>1 \over z</math> term in f(z)'s Laurent series expansion.