Modules / Lectures
Module NameDownload
Module NameDownloadDescriptionDownload Size
Linear AlgebraSelf EvaluationThis is questionnaire with answers that covers first module and could be attempted after listening to the first module70 kb
Theory of Complex VariablesSelf EvaluationThis is questionnaire with answers that covers second module and could be attempted after listening to the second module106 kb
Transform CalculusSelf EvaluationThis is questionnaire with answers that covers third module and could be attempted after listening to the third module138 kb
Probability and StatisticsSelf EvaluationThis is questionnaire with answers that covers fourth module and could be attempted after listening to the fourth module146 kb

Sl.No Chapter Name English
1Review Groups, Fields and MatricesPDF unavailable
2Vector Spaces, Subspaces, Linearly Dependent/Independent of VectorsPDF unavailable
3Basis, Dimension, Rank and Matrix InversePDF unavailable
4Linear Transformation, Isomorphism and Matrix RepresentationPDF unavailable
5System of Linear Equations, Eigenvalues and EigenvectorsPDF unavailable
6Method to Find Eigenvalues and Eigenvectors, Diagonalization of MatricesPDF unavailable
7Jordan Canonical Form, Cayley Hamilton TheoremPDF unavailable
8Inner Product Spaces, Cauchy-Schwarz Inequality PDF unavailable
9Orthogonality, Gram-Schmidt Orthogonalization ProcessPDF unavailable
10Spectrum of special matrices,positive/negative definite matricesPDF unavailable
11Concept of Domain, Limit, Continuity and DifferentiabilityPDF unavailable
12Analytic Functions, C-R EquationsPDF unavailable
13Harmonic FunctionsPDF unavailable
14Line Integral in the ComplexPDF unavailable
15Cauchy Integral TheoremPDF unavailable
16Cauchy Integral Theorem (Contd.)PDF unavailable
17Cauchy Integral FormulaPDF unavailable
18Power and Taylor's Series of Complex NumbersPDF unavailable
19Power and Taylor's Series of Complex Numbers (Contd.)PDF unavailable
20Taylor's, Laurent Series of f(z) and Singularities PDF unavailable
21Classification of Singularities, Residue and Residue TheoremPDF unavailable
22Laplace Transform and its ExistencePDF unavailable
23Properties of Laplace TransformPDF unavailable
24Evaluation of Laplace and Inverse Laplace TransformPDF unavailable
25Applications of Laplace Transform to Integral Equations and ODEsPDF unavailable
26Applications of Laplace Transform to PDEsPDF unavailable
27Fourier SeriesPDF unavailable
28Fourier Series (Contd.)PDF unavailable
29Fourier Integral Representation of a FunctionPDF unavailable
30Introduction to Fourier TransformPDF unavailable
31Applications of Fourier Transform to PDEsPDF unavailable
32Laws of Probability - IPDF unavailable
33Laws of Probability - IIPDF unavailable
34Problems in ProbabilityPDF unavailable
35Random VariablesPDF unavailable
36Special Discrete DistributionsPDF unavailable
37Special Continuous DistributionsPDF unavailable
38Joint Distributions and Sampling DistributionsPDF unavailable
39Point EstimationPDF unavailable
40Interval EstimationPDF unavailable
41Basic Concepts of Testing of HypothesisPDF unavailable
42Tests for Normal PopulationsPDF unavailable


Sl.No Language Book link
1EnglishNot Available
2BengaliNot Available
3GujaratiNot Available
4HindiNot Available
5KannadaNot Available
6MalayalamNot Available
7MarathiNot Available
8TamilNot Available
9TeluguNot Available