Lec 24 | Find the fixed point and Normal form Based questions | Bilinear transformation Example
Complex analysis Bilinear transformation or mobius Transformation Invariance of cross ratio andar bilinear transformation In this video `y=(z-1)/(z+1)` `w=(3z-4)/(2-1)` `w=(3iz+1)/(z+i)` .......…….……...................................................... 👉 Complex analysis Analytic function Lec. 1 • Complex analysis| Prove that every differe... Lec. 2 • Cauchy Remann Equation| complex analysis |... LEC.3 • Lec.4 | Show that real and imaginary parts... Lec.5 • Polar Form of Cauchy Riemann equation | ob... Lec.6 • If f(z) is an analytic function with const... LEC.7 • LEC 7 |first method |Analytic Function | I... Lec.8 • Milne Thomson method | Milne Thomson metho... LEC 9 . • Analytic function based Questions| Analyti... Lec. 10 • Analytic Function important question || f... Lec. 11 • Complex analysis |Lec 11 | Important Quest... Lec. 12 • Lec 12 | Analytic function important quest... LEC 13 • Lec 13 | analytic functio |Prove that ({σ... LEC. 14 • Lec 14 | show that the ar. Quotient of com... Bilinear transformation Mapping Or Transformation Lec. 15. • Mapping | Lecture 15 | Bilinear transforma... LEC. 16 • Conformal Mapping Lecture 16 || Define Con... Lec. 17 • Conformal Mapping Lecture 17 | State and p... Lec.18 • Conformal Mapping Lecture 18 | State and p... LEC. 19 • Translation | Magnification | Rotation ba... Lec. 20 • Inversion | linear transformation based on... Lec. 21 • Lec 21 | Define Bilinear transformation |... Lec. 22 • Define Cross ratio | Invariance of cross r... LEC.23 • LEC 23 |Prove that cross ratio invariant u... Lec. 24 • Lec 24 | Find the fixed point and Normal... 👉 Complex analysis Playlist link. • Complex analysis. #Bilineartransformation #ConformalMapping #Complexanalysis #UniqueclassesofDbg Instagram link. / uniqueclassesofdbg
Bilinear Transformation-Cross Ratio & Fixed Points: Conformal Mapping lecture-9
L-9 MOBIUS TRANSFORMATION EXAMPLES | BILINEAR TRANSFORMATION QUESTION | IMAGE UNDER MOBIUS TRANSFORM
Find the Bilinear Transformation which maps the points z1=1, z2= i, z3=-2 to w1=1,w2=i, w3= -1
Prove that the cross ratio remains invariant under a Bilinear Transformation.
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