- Thread starter
- #1

- Jan 29, 2012

- 661

I have given a link to the topic there so the OP can see my complete response.let D be the domain obtained by deleting the ray {x, x<=0} from the plane and let G(z) be a branch of log z on D. Show that G maps D onto a horizontal strip of width of 2pi,

{ x+iy: belong to R, c<y<c+2pi} and the mapping is one to one on D.

Thanks