10.5.47 Conformal Mappings
Condition: Find the image of the region \ (d = \ left \ {-\ frac {3 \ pi} {2} <\ OperatorName {IM} Z <\ Pi} \ Right \} \ BACKSLASH \) (( \ left \ {z = i t, t \ in \ left [0, \ frac {\ pi} {2} \ right) \ right \} \) when displayed \ (f (z) = e^{-\ frac {z}}} \).
Problems of Finding Conformal Mappings of Domains with and Without Cuts, USing Linear Frations, Trigonometric Function, Power Function, Zhukovsky Function.