Modules / Lectures


Sl.No Chapter Name MP4 Download
1Analytic Function Download
2Cauchy-Riemann Equations Download
3Harmonic Functions, Harmonic Conjugates and Milne's Method Download
4Applications to the Problems of Potential Flow-I Download
5Applications to the Problems of Potential Flow-II Download
6Complex IntegrationDownload
7Cauchy's Theorem-IDownload
8Cauchy's Theorem-IIDownload
9Cauchy's Integral Formula for the Derivatives of Analytic FunctionDownload
10Morera's Theorem, Liouville's Theorem and Fundamental Theorem of AlgebraDownload
11Winding Number and Maximum Modulus PrincipleDownload
12Sequences and SeriesDownload
13Uniform Convergence of SeriesDownload
14Power SeriesDownload
15Taylor SeriesDownload
16Laurent SeriesDownload
17Zeros and Singularities of an Analytic FunctionDownload
18Residue at a Singularity Download
19Residue Theorem Download
20Meromorphic Functions Download
21Evaluation of real integrals using residues-I Download
22Evaluation of real integrals using residues-II Download
23Evaluation of real integrals using residues-III Download
24Evaluation of real integrals using residues-IV Download
25Evaluation of real integrals using residues-V Download
26Bilinear Transformations Download
27Cross Ratio Download
28Conformal Mapping-I Download
29Conformal Mapping-II Download
30Conformal mapping from half plane to disk and half plane to half plane-I Download
31Conformal mapping from disk to disk and angular region to disk Download
32Application of Conformal Mapping to Potential Theory Download
33Review of Z-transforms-I Download
34Review of Z-transforms-II Download
35Review of Z-transforms-III Download
36Review of Bilateral Z-transforms Download
37Finite Fourier Transforms Download
38Fourier Integral and Fourier Transforms Download
39Fourier Series Download
40Discrete Fourier Transforms-I Download
41Discrete Fourier Transforms-II Download
42Basic Concepts of Probability Download
43Conditional Probability Download
44Bayes Theorem and Probability Networks Download
45Discrete Probability Distribution Download
46Binomial Distribution Download
47Negative Binomial Distribution and Poisson Distribution Download
48Continuous Probability Distribution Download
49Poisson Process Download
50Exponential Distribution Download
51Normal Distribution Download
52Joint Probability Distribution-I Download
53Joint Probability Distribution-II Download
54Joint Probability Distribution-III Download
55Correlation and Regression-I Download
56Correlation and Regression-II Download
57Testing of Hypotheses-I Download
58Testing of Hypotheses-II Download
59Testing of Hypotheses-III Download
60Application to Queuing Theory and Reliability Theory Download

Sl.No Chapter Name English
1Analytic Function Download
Verified
2Cauchy-Riemann Equations Download
Verified
3Harmonic Functions, Harmonic Conjugates and Milne's Method Download
Verified
4Applications to the Problems of Potential Flow-I Download
Verified
5Applications to the Problems of Potential Flow-II Download
Verified
6Complex IntegrationDownload
Verified
7Cauchy's Theorem-IDownload
Verified
8Cauchy's Theorem-IIDownload
Verified
9Cauchy's Integral Formula for the Derivatives of Analytic FunctionDownload
Verified
10Morera's Theorem, Liouville's Theorem and Fundamental Theorem of AlgebraDownload
Verified
11Winding Number and Maximum Modulus PrincipleDownload
Verified
12Sequences and SeriesDownload
Verified
13Uniform Convergence of SeriesDownload
Verified
14Power SeriesDownload
Verified
15Taylor SeriesDownload
Verified
16Laurent SeriesDownload
Verified
17Zeros and Singularities of an Analytic FunctionDownload
Verified
18Residue at a Singularity Download
Verified
19Residue Theorem Download
Verified
20Meromorphic Functions Download
Verified
21Evaluation of real integrals using residues-I Download
Verified
22Evaluation of real integrals using residues-II Download
Verified
23Evaluation of real integrals using residues-III Download
Verified
24Evaluation of real integrals using residues-IV Download
Verified
25Evaluation of real integrals using residues-V Download
Verified
26Bilinear Transformations Download
Verified
27Cross Ratio Download
Verified
28Conformal Mapping-I Download
Verified
29Conformal Mapping-II Download
Verified
30Conformal mapping from half plane to disk and half plane to half plane-I Download
Verified
31Conformal mapping from disk to disk and angular region to disk Download
Verified
32Application of Conformal Mapping to Potential Theory Download
Verified
33Review of Z-transforms-I Download
Verified
34Review of Z-transforms-II Download
Verified
35Review of Z-transforms-III Download
Verified
36Review of Bilateral Z-transforms Download
Verified
37Finite Fourier Transforms Download
Verified
38Fourier Integral and Fourier Transforms Download
Verified
39Fourier Series Download
Verified
40Discrete Fourier Transforms-I Download
Verified
41Discrete Fourier Transforms-II Download
Verified
42Basic Concepts of Probability Download
Verified
43Conditional Probability Download
Verified
44Bayes Theorem and Probability Networks Download
Verified
45Discrete Probability Distribution Download
Verified
46Binomial Distribution Download
Verified
47Negative Binomial Distribution and Poisson Distribution Download
Verified
48Continuous Probability Distribution Download
Verified
49Poisson Process Download
Verified
50Exponential Distribution Download
Verified
51Normal Distribution Download
Verified
52Joint Probability Distribution-I Download
Verified
53Joint Probability Distribution-II Download
Verified
54Joint Probability Distribution-III Download
Verified
55Correlation and Regression-I Download
Verified
56Correlation and Regression-II Download
Verified
57Testing of Hypotheses-I Download
Verified
58Testing of Hypotheses-II Download
Verified
59Testing of Hypotheses-III Download
Verified
60Application to Queuing Theory and Reliability Theory Download
Verified


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1EnglishDownload
2BengaliNot Available
3GujaratiNot Available
4HindiNot Available
5KannadaNot Available
6MalayalamNot Available
7MarathiNot Available
8TamilNot Available
9TeluguNot Available