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Inversion | linear transformation based on question | | Lec 20 Conformal Mapping | w=(1+i)z + (2-i)
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Complex analysis
Bilinear transformation or mobius Transformation
Mapping or Transformation
Defined Translation, magnification and rotation based on example solve
Q.Consider the linear Transformation w=(1+i)z + (2-i) and determine the region in w-plane which the rectangular region bounded by the lines x=0 y=0 x=1 y=2 in the -plane
.......…….……......................................................
👉 Complex analysis
Analytic function
Lec. 2
Lec.5
Lec.6
LEC.7
Lec.8
LEC 9 .
Lec. 10
Lec. 11
Lec. 12
LEC 13
LEC. 14
Bilinear transformation
Mapping Or Transformation
Lec. 15.
LEC. 16
Lec. 17
Lec.18
LEC. 19
Lec. 20
👉 Complex analysis Playlist link.
#ConformalMapping
#Complexanalysis
#UniqueclassesofDbg
Instagram link.
Bilinear transformation or mobius Transformation
Mapping or Transformation
Defined Translation, magnification and rotation based on example solve
Q.Consider the linear Transformation w=(1+i)z + (2-i) and determine the region in w-plane which the rectangular region bounded by the lines x=0 y=0 x=1 y=2 in the -plane
.......…….……......................................................
👉 Complex analysis
Analytic function
Lec. 2
Lec.5
Lec.6
LEC.7
Lec.8
LEC 9 .
Lec. 10
Lec. 11
Lec. 12
LEC 13
LEC. 14
Bilinear transformation
Mapping Or Transformation
Lec. 15.
LEC. 16
Lec. 17
Lec.18
LEC. 19
Lec. 20
👉 Complex analysis Playlist link.
#ConformalMapping
#Complexanalysis
#UniqueclassesofDbg
Instagram link.