10.1.54 Integral of a Complex Variable
Condition: Calculate the integral from the complex variable on this curve. \ [\ begin {array} {l} \ int_ {a b c} \ left (z^{2}+\ cos z \ right) d z, a b C \ Text {-Lomatnaya,} z_ {a} = 0 \\ z_ {b} = 1, z_ {c} = i \ end {array} \]
Calculation of Integrals from Functions of a Complex Variable. Sub-Integral Functions Can beer Analytic or Singular Points. Application of the Main Residue Theorem, As Well as the Cauchy Formulas for Calculanting Integrals of Function with Poles in a Simply Connected Domain.