Complex Variables and Partial Differential Equations (3130005)

Mobius transformations and their properties

BE | Semester3 Topic : Mobius transformations and their properties

Q2 (a) Winter-2019
Determine the Mobius transformation which maps $z_{1} = 0, z_{2} = 1, z_{3} = \infty$ into $, w_{1} = - 1, w_{2} = - i, w_{3} = 1$ .

3 Marks

Unit : Complex variable functions

Q2 (b) Summer-2020 Determine the Mobius transformation which maps $z = \infty, i, 0$ into $w = 0, i, \infty$ .

4 Marks

Unit : Complex variable functions