Module NameDownload
noc20_ma21_assigment_1noc20_ma21_assigment_1
noc20_ma21_assigment_10noc20_ma21_assigment_10
noc20_ma21_assigment_11noc20_ma21_assigment_11
noc20_ma21_assigment_12noc20_ma21_assigment_12
noc20_ma21_assigment_2noc20_ma21_assigment_2
noc20_ma21_assigment_3noc20_ma21_assigment_3
noc20_ma21_assigment_4noc20_ma21_assigment_4
noc20_ma21_assigment_5noc20_ma21_assigment_5
noc20_ma21_assigment_6noc20_ma21_assigment_6
noc20_ma21_assigment_7noc20_ma21_assigment_7
noc20_ma21_assigment_8noc20_ma21_assigment_8
noc20_ma21_assigment_9noc20_ma21_assigment_9


Sl.No Chapter Name MP4 Download
1Vector SpacesDownload
2 Examples of Vector SpacesDownload
3Vector SubspacesDownload
4Linear Combinations and SpanDownload
5Linear IndependenceDownload
6BasisDownload
7DimensionDownload
8Replacement theorem consequencesDownload
9 Rank NullityDownload
10Linear TransformationsDownload
11Linear Transformation BasisDownload
12Linear Transformation and MatricesDownload
13Problem sessionDownload
14Linear Transformation and Matrices continuedDownload
15Invertible Linear TransformationsDownload
16Invertible Linear Transformations and MatricesDownload
17Change of BasisDownload
18Product of Vector SpacesDownload
19Quotient SpacesDownload
20Dual SpacesDownload
21Row operationsDownload
22Rank of a MatrixDownload
23Inverting matricesDownload
24DeterminantsDownload
25Problem Session Download
26Diagonal MatricesDownload
27Eigenvectors and eigenvaluesDownload
28Computing eigenvaluesDownload
29Characteristic ploynomiaDownload
30DiagonalizibilityDownload
31Multiplicity of eigenvaluesDownload
32Invariant subspacesDownload
33Complex Vector SpacesDownload
34Inner Product SpacesDownload
35 Inner Product and LengthDownload
36OrthogonalityDownload
37Problem Session Download
38Problem Session Download
39Orthonormal BasisDownload
40Gram Schmidt OrthogonalizationDownload
41Orthogonal ComplementsDownload
42Problem Session Download
43 Riesz Representation TheoremDownload
44Adjoint of a linear transformationDownload
45Problem Session Download
46Normal OperatorsDownload
47Self Adjoint OperatorsDownload
48Spectral TheoremDownload

Sl.No Chapter Name English
1Vector SpacesDownload
Verified
2 Examples of Vector SpacesDownload
Verified
3Vector SubspacesDownload
To be verified
4Linear Combinations and SpanDownload
To be verified
5Linear IndependenceDownload
To be verified
6BasisDownload
To be verified
7DimensionDownload
To be verified
8Replacement theorem consequencesDownload
To be verified
9 Rank NullityDownload
To be verified
10Linear TransformationsDownload
To be verified
11Linear Transformation BasisDownload
To be verified
12Linear Transformation and MatricesDownload
To be verified
13Problem sessionDownload
To be verified
14Linear Transformation and Matrices continuedDownload
To be verified
15Invertible Linear TransformationsDownload
To be verified
16Invertible Linear Transformations and MatricesDownload
To be verified
17Change of BasisDownload
To be verified
18Product of Vector SpacesDownload
To be verified
19Quotient SpacesDownload
To be verified
20Dual SpacesDownload
To be verified
21Row operationsDownload
To be verified
22Rank of a MatrixDownload
To be verified
23Inverting matricesDownload
To be verified
24DeterminantsDownload
To be verified
25Problem Session Download
To be verified
26Diagonal MatricesDownload
To be verified
27Eigenvectors and eigenvaluesDownload
To be verified
28Computing eigenvaluesPDF unavailable
29Characteristic ploynomiaPDF unavailable
30DiagonalizibilityPDF unavailable
31Multiplicity of eigenvaluesPDF unavailable
32Invariant subspacesPDF unavailable
33Complex Vector SpacesPDF unavailable
34Inner Product SpacesPDF unavailable
35 Inner Product and LengthPDF unavailable
36OrthogonalityPDF unavailable
37Problem Session PDF unavailable
38Problem Session PDF unavailable
39Orthonormal BasisPDF unavailable
40Gram Schmidt OrthogonalizationPDF unavailable
41Orthogonal ComplementsPDF unavailable
42Problem Session PDF unavailable
43 Riesz Representation TheoremPDF unavailable
44Adjoint of a linear transformationPDF unavailable
45Problem Session PDF unavailable
46Normal OperatorsPDF unavailable
47Self Adjoint OperatorsPDF unavailable
48Spectral TheoremPDF unavailable


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