Residue (Complex Analysis)
The constant 
in the Laurent Series
of
is called the residue of . The residue is a very important property of a complex function and appears in theamazing Residue Theorem of Contour Integration.See also Contour Integration, Laurent Series, Residue Theorem
References
Arfken, G. ``Calculus of Residues.'' §7.2 in Mathematical Methods for Physicists, 3rd ed. Orlando, FL: Academic Press, pp. 400-421, 1985.
- Catenary Evolute
- Catenary Involute
- Catenary Radial Curve
- Catenoid
- Caterpillar Graph
- Cat Map
- Cattle Problem of Archimedes
- Cauchy Binomial Theorem
- Cauchy Boundary Conditions
- Cauchy Criterion
- Cauchy Distribution
- Cauchy Equation
- Cauchy Functional Equation
- Cauchy-Hadamard Theorem
- Cauchy Inequality
- Cauchy Integral Formula
- Cauchy Integral Test
- Cauchy Integral Theorem
- Cauchy-Kovalevskaya Theorem
- Cauchy-Lagrange Identity
- Cauchy-Maclaurin Theorem
- Cauchy Mean Theorem
- Cauchy Principal Value
- Cauchy Problem
- Cauchy Ratio Test