Let M:C->C be the Möbius transformation with M(i/[tex]\alpha[/tex])=i-1 and M(i\alpha)=i +1 for some \alpha E R , \alpha>1.
Find M(0) and M(\infty). What is the hyperbolic distance between i-1 and i+1?
Return to Geometry - Analytic geometry, Projective geometry
Users browsing this forum: No registered users and 1 guest