Sl.No Chapter Name MP4 Download Mp4 File size(MB) FLV Download FLV File size(MB) 3GP Download 3GP File size(MB)
1Review Groups, Fields and Matrices MP4 Download 291 FLV Download 129 3GP Download 57
2Vector Spaces, Subspaces, Linearly Dependent/Independent of Vectors MP4 Download 322 FLV Download 142 3GP Download 66
3Basis, Dimension, Rank and Matrix Inverse MP4 Download 304 FLV Download 138 3GP Download 68
4Linear Transformation, Isomorphism and Matrix Representation MP4 Download 264 FLV Download 114 3GP Download 54
5System of Linear Equations, Eigenvalues and Eigenvectors MP4 Download 306 FLV Download 129 3GP Download 51
6Method to Find Eigenvalues and Eigenvectors, Diagonalization of Matrices MP4 Download 294 FLV Download 125 3GP Download 49
7Jordan Canonical Form, Cayley Hamilton Theorem MP4 Download 301 FLV Download 134 3GP Download 64
8Inner Product Spaces, Cauchy-Schwarz Inequality MP4 Download 292 FLV Download 125 3GP Download 60
9Orthogonality, Gram-Schmidt Orthogonalization Process MP4 Download 302 FLV Download 132 3GP Download 64
10Spectrum of special matrices,positive/negative definite matrices MP4 Download 262 FLV Download 120 3GP Download 60
11Concept of Domain, Limit, Continuity and Differentiability MP4 Download 269 FLV Download 119 3GP Download 59
12Analytic Functions, C-R Equations MP4 Download 284 FLV Download 120 3GP Download 61
13Harmonic Functions MP4 Download 290 FLV Download 122 3GP Download 59
14Line Integral in the Complex MP4 Download 282 FLV Download 122 3GP Download 61
15Cauchy Integral Theorem MP4 Download 268 FLV Download 117 3GP Download 54
16Cauchy Integral Theorem (Contd.) MP4 Download 264 FLV Download 118 3GP Download 58
17Cauchy Integral Formula MP4 Download 270 FLV Download 120 3GP Download 60
18Power and Taylor's Series of Complex Numbers MP4 Download 273 FLV Download 121 3GP Download 59
19Power and Taylor's Series of Complex Numbers (Contd.) MP4 Download 278 FLV Download 122 3GP Download 60
20Taylor's, Laurent Series of f(z) and Singularities MP4 Download 283 FLV Download 125 3GP Download 60
21Classification of Singularities, Residue and Residue Theorem MP4 Download 288 FLV Download 124 3GP Download 61
22Laplace Transform and its Existence MP4 Download 298 FLV Download 131 3GP Download 64
23Properties of Laplace Transform MP4 Download 286 FLV Download 130 3GP Download 62
24Evaluation of Laplace and Inverse Laplace Transform MP4 Download 289 FLV Download 130 3GP Download 61
25Applications of Laplace Transform to Integral Equations and ODEs MP4 Download 292 FLV Download 128 3GP Download 60
26Applications of Laplace Transform to PDEs MP4 Download 299 FLV Download 128 3GP Download 61
27Fourier Series MP4 Download 287 FLV Download 128 3GP Download 62
28Fourier Series (Contd.) MP4 Download 303 FLV Download 131 3GP Download 62
29Fourier Integral Representation of a Function MP4 Download 294 FLV Download 129 3GP Download 59
30Introduction to Fourier Transform MP4 Download 299 FLV Download 129 3GP Download 61
31Applications of Fourier Transform to PDEs MP4 Download 301 FLV Download 128 3GP Download 64
32Laws of Probability - I MP4 Download 282 FLV Download 127 3GP Download 62
33Laws of Probability - II MP4 Download 294 FLV Download 127 3GP Download 64
34Problems in Probability MP4 Download 308 FLV Download 132 3GP Download 65
35Random Variables MP4 Download 296 FLV Download 132 3GP Download 67
36Special Discrete Distributions MP4 Download 296 FLV Download 129 3GP Download 60
37Special Continuous Distributions MP4 Download 295 FLV Download 129 3GP Download 61
38Joint Distributions and Sampling Distributions MP4 Download 293 FLV Download 131 3GP Download 65
39Point Estimation MP4 Download 277 FLV Download 122 3GP Download 62
40Interval Estimation MP4 Download 296 FLV Download 127 3GP Download 63
41Basic Concepts of Testing of Hypothesis MP4 Download 274 FLV Download 121 3GP Download 61
42Tests for Normal Populations MP4 Download 297 FLV Download 134 3GP Download 65
Sl.No Chapter Name MP4 Download Mp4 File size FLV Download Mp4 File size 3GP Download 3GP File size