mhrd logo inflibnet logo ugc logo

Module Details

Course : Complex Analysis

Subject : Mathematics

No. of Modules : 70

Level : FACULTY,STUDENTS,UG

Source : SwayamPrabha;Channel-8

Back

Sr. No. Title Creator/Author E-Text Video URL Metadata
1 Complex analysis DR.BIJUMON RAMALAYATHIL - - Click Here
2 Complex analysis DR.BIJUMON RAMALAYATHIL - - Click Here
3 Complex analysis DR.BIJUMON RAMALAYATHIL - - Click Here
4 Complex analysis DR.BIJUMON RAMALAYATHIL - - Click Here
5 Complex analysis DR.BIJUMON RAMALAYATHIL - - Click Here
6 Complex analysis DR.BIJUMON RAMALAYATHIL - - Click Here
7 Complex analysis DR.BIJUMON RAMALAYATHIL - - Click Here
8 Complex analysis DR.BIJUMON RAMALAYATHIL - - Click Here
9 Complex analysis DR.BIJUMON RAMALAYATHIL - - Click Here
10 Complex analysis DR.BIJUMON RAMALAYATHIL - - Click Here
11 Complex analysis DR.BIJUMON RAMALAYATHIL - - Click Here
12 Complex analysis DR.BIJUMON RAMALAYATHIL - - Click Here
13 Complex analysis DR.BIJUMON RAMALAYATHIL - - Click Here
14 Complex analysis DR.BIJUMON RAMALAYATHIL - - Click Here
15 Contours DR.BIJUMON RAMALAYATHIL - - Click Here
16 Definite integrals of complex valued functions of real variables DR.BIJUMON RAMALAYATHIL - - Click Here
17 Inverse trigonometric and hyperbolic function DR.BIJUMON RAMALAYATHIL - - Click Here
18 Trigonometric functions DR.BIJUMON RAMALAYATHIL - - Click Here
19 Hyperbolic functions DR.BIJUMON RAMALAYATHIL - - Click Here
20 Exponential function, logarithmic function, general powers DR.BIJUMON RAMALAYATHIL - - Click Here
21 Harmonic functions DR.BIJUMON RAMALAYATHIL - - Click Here
22 Analytic functions DR.BIJUMON RAMALAYATHIL - - Click Here
23 Cauchy riemann equation in polar coordinates DR.BIJUMON RAMALAYATHIL - - Click Here
24 Cauchy riemann equation DR.BIJUMON RAMALAYATHIL - - Click Here
25 Continuity and derivatives of function of a complex variable DR.BIJUMON RAMALAYATHIL - - Click Here
26 Limit of a function of complex variables DR.BIJUMON RAMALAYATHIL - - Click Here
27 Functions of a complex variable DR.BIJUMON RAMALAYATHIL - - Click Here
28 Complex conjugate, power, root and regions in the complex plane DR.BIJUMON RAMALAYATHIL - - Click Here
29 Argand plane and polar and exponential forms DR.BIJUMON RAMALAYATHIL - - Click Here
30 Complex numbers DR.BIJUMON RAMALAYATHIL - - Click Here
31 Residue theorem and applications Prof. P. A. S. Sree Krishna - - Click Here
32 Essential singularity & introduction to laurent series Prof. P. A. S. Sree Krishna - - Click Here
33 Poles classification of isolated singularities Prof. P. A. S. Sree Krishna - - Click Here
34 Properties of mobius transformations part ii Prof. P. A. S. Sree Krishna - - Click Here
35 Properties of mobius transformations part i Prof. P. A. S. Sree Krishna - - Click Here
36 Open mapping theorem 鈧銊悻 part ii Prof. P. A. S. Sree Krishna - - Click Here
37 Open mapping theorem 鈧銊悻 part i Prof. P. A. S. Sree Krishna - - Click Here
38 Problem solving session iii Prof. P. A. S. Sree Krishna - - Click Here
39 Removable singularities Prof. P. A. S. Sree Krishna - - Click Here
40 Laurent鈧銊愦s theorem Prof. P. A. S. Sree Krishna - - Click Here
41 Morera鈧銊愦s theorem and higher order derivatives of analytic functions Prof. P. A. S. Sree Krishna - - Click Here
42 The first and second derivatives of analytic functions Prof. P. A. S. Sree Krishna - - Click Here
43 Cauchy鈧銊愦s integral formula and its consequences Prof. P. A. S. Sree Krishna - - Click Here
44 Counting the zeroes of analytic functions Prof. P. A. S. Sree Krishna - - Click Here
45 Introduction to complex power series Prof. P. A. S. Sree Krishna - - Click Here
46 Zeroes of analytic functions Prof. P. A. S. Sree Krishna - - Click Here
47 Analyticity of power series Prof. P. A. S. Sree Krishna - - Click Here
48 Problem solving session ii Prof. P. A. S. Sree Krishna - - Click Here
49 Taylor鈧銊愦s theorem Prof. P. A. S. Sree Krishna - - Click Here
50 Branches of multifunctions; hyperbolic functions Prof. P. A. S. Sree Krishna - - Click Here
51 Cauchy鈧銊愦s theorem for a rectangle Prof. P. A. S. Sree Krishna - - Click Here
52 Introduction to cauchy鈧銊愦s theorem Prof. P. A. S. Sree Krishna - - Click Here
53 Sine, cosine and harmonic functions Prof. P. A. S. Sree Krishna - - Click Here
54 Cauchy鈧銊愦s theorem part - iii Prof. P. A. S. Sree Krishna - - Click Here
55 Cauchy鈧銊愦s theorem part - ii Prof. P. A. S. Sree Krishna - - Click Here
56 Problem solving session i Prof. P. A. S. Sree Krishna - - Click Here
57 Integration and contours Prof. P. A. S. Sree Krishna - - Click Here
58 Contour integration Prof. P. A. S. Sree Krishna - - Click Here
59 De moivre鈧銊愦s formula and stereographic projection Prof. P. A. S. Sree Krishna - - Click Here
60 Cauchy-riemann equations and differentiability Prof. P. A. S. Sree Krishna - - Click Here
61 Analytic functions; the exponential function Prof. P. A. S. Sree Krishna - - Click Here
62 Topology of the complex plane part-iii Prof. P. A. S. Sree Krishna - - Click Here
63 Topology of the complex plane part-ii Prof. P. A. S. Sree Krishna - - Click Here
64 Topology of the complex plane part-i Prof. P. A. S. Sree Krishna - - Click Here
65 Introduction to complex functions Prof. P. A. S. Sree Krishna - - Click Here
66 Limits and continuity Prof. P. A. S. Sree Krishna - - Click Here
67 Differentiation Prof. P. A. S. Sree Krishna - - Click Here
68 Introduction to complex numbers Prof. P. A. S. Sree Krishna - - Click Here
69 Problem solving session iv Prof. P. A. S. Sree Krishna - - Click Here
70 Introduction Prof. P. A. S. Sree Krishna - - Click Here