Complex Analysis: Theory and Applications · Problem 6.5.10

Taylor and Laurent Series — Howell & Matthews

Mathematics — Complex Analysis · cauchy-integral-formula

Problem

Evaluate ∫Cz−2(z2−16)−1exp⁡z dz\int_C z^{-2}(z^2-16)^{-1}\exp z\,dz along the following contours: ((a)) The circle C1+(0)C_1^+(0). ((b)) The circle C1+(4)C_1^+(4).

Related theory

Browse the problem library