Hi,
f is an isomorphism that maps the unit square [-1,1]x[-1,1] onto the open unit disc in the complex plane,such that f(0)=0
prove that f(i*z)=i*f(z) for all z in the unit square.
Thank's in advance
Hi,
f is an isomorphism that maps the unit square [-1,1]x[-1,1] onto the open unit disc in the complex plane,such that f(0)=0
prove that f(i*z)=i*f(z) for all z in the unit square.
Thank's in advance