No

Course ID

Lec

Name of the NPTEL Video Course

PDF

MP4

SRT

SIZE
(GB)

1

111101003

40

Elementary Numerical Analysis

Y

Y

Y

28

2

111101005

40

Measure and Integration

Y

Y

Y

34

3

111101080

40

Mathematics in India - From Vedic Period to Modern Times

Y

Y

Y

18

4

111102014

39

Stochastic Processes

Y

Y

Y

23

5

111103016

41

Formal Languages and Automata Theory

Y

Y

Y

17

6

111103070

40

Complex Analysis

Y

Y

Y

23

7

111104024

44

Applied Multivariate Analysis

Y

Y

Y

20

8

111104025

40

Calculus of Variations and Integral Equations

Y

Y

Y

12

9

111104027

40

Linear programming and Extensions

Y

Y

Y

17

10

111104068

42

Convex Optimization

Y

Y

Y

8.6

11

111104071

38

Foundations of Optimization

Y

Y

Y

7.2

12

111104079

40

Probability Theory and Applications

Y

Y

Y

8.6

13

111105035

42

Advanced Engineering Mathematics

Y

Y

Y

12

14

111105037

40

Functional Analysis

Y

Y

Y

19

15

111105038

40

Numerical methods of Ordinary & Partial Differential Equations

Y

Y

Y

12

16

111105039

40

Optimization

Y

Y

Y

12

17

111105041

40

Probability and Statistics

Y

Y

Y

8.7

18

111105042

40

Regression Analysis

Y

Y

Y

15

19

111105043

40

Statistical Inference

Y

Y

---

12

20

111105069

46

A Basic Course in Real Analysis

Y

Y

Y

15

21

111106044

48

An Introduction to Riemann Surfaces and Algebraic Curves: Complex 1-Tori and Elliptic Curves

Y

Y

Y

23

22

111106051

52

Linear Algebra

Y

Y

Y

21

23

111106052

42

Mathematical Logic

Y

Y

Y

17

24

111106053

52

Real Analysis

Y

Y

Y

22

25

111106083

36

NOC:An invitation to mathematics

Y

Y

Y

6.7

26

111107058

41

Discrete Mathematics

Y

Y

Y

4.5

27

111108066

40

Advanced Matrix Theory and Linear Algebra for Engineers

Y

Y

Y

19

28

111108081

40

Ordinary Differential Equations and Applications

Y

Y

Y

25

29

111104085

30

NOC:Basic Calculus for Engineers, Scientists and Economists

Y

Y

Y

4.2

30

111105077

40

Statistical Methods for Scientists and Engineers

Y

Y

Y

12

31

111106084

43

Advanced Complex Analysis - Part 1: Zeros of Analytic Functions,
Analytic continuation, Monodromy, Hyperbolic Geometry

Y

Y

Y

18

32

111106086

51

NOC:Discrete Mathematics

Y

Y

Y

3.0

33

111105091

61

NOC:Applied Multivariate Statistical Modeling

Y

Y

Y

4.6

34

111105090

79

NOC:Probability and Statistics

Y

Y

Y

20

35

111104089

20

NOC:Probability and Stochastics for finance

Y

Y

Y

2.8

36

111106082

40

Dynamic Data Assimilation: An Introduction

Y

Y

Y

19

37

111106094

43

Advanced Complex Analysis - Part 2: Singularity at Infinity, Infinity as a Value, Compact
Spaces of Meromorphic Functions for the Spherical Metric and Spherical Derivative

Y

Y

Y

29

38

111105093

20

NOC:Partial Differential Equations (PDE) for Engineers: Solution by Separation of Variables

Y

Y

Y

5.1

39

111104092

21

NOC:Differential Calculus in Several Variables

Y

Y

Y

1.5

40

111102096

77

NOC:Stochastic Processes - 1

Y

Y

Y

1.9

41

111104095

22

NOC:Curves and Surfaces

Y

Y

Y

1.1

42

111106097

42

Basic Algebraic Geometry : Varieties, Morphisms, Local Rings,
Function Fields and Nonsingularity

Y

Y

Y

19

43

111106098

38

NOC:Introduction to Commutative Algebra

Y

Y

Y

30

44

111108098

60

NOC:Linear Algebra

Y

Y

Y

13

45

111104098

24

NOC:Linear Regression Analysis and Forecasting

Y

Y

Y

1.3

46

111102098

124

NOC:Stochastic Processes

Y

Y

Y

13

47

111107098

60

NOC:Mathematical Methods and its Applications

Y

Y

Y

16

48

111105098

73

NOC:Introductory Course in Real Analysis

Y

Y

---

20

49

111105099

40

NOC:Modeling Transport Phenomena of Microparticles

Y

Y

Y

11

50

111106100

64

NOC:Differential Equations

Y

Y

Y

24

51

111107103

60

NOC:Integral Equations, Calculus of Variations and its Applications

Y

Y

Y

17

52

111107104

20

NOC:Nonlinear Programming

Y

Y

Y

5.5

53

111107105

40

NOC:Numerical Methods

Y

Y

Y

9.8

54

111101100

62

NOC:Measure Theory

Y

Y

Y

27

55

111106101

54

NOC:Numerical Analysis

Y

Y

Y

29

56

111104100

43

NOC:Introduction to R Software

Y

Y

Y

2.9

57

111105100

60

NOC:Constrained and Unconstrained Optimization

Y

Y

Y

15

58

111106102

39

NOC:Graph Theory

Y

Y

Y

9.3

59

111107107

20

NOC:Numerical Methods: Finite Difference Approach

Y

Y

Y

3.2

60

111101109

41

NOC:Calculus for Economics,Commerce and Management

Y

Y

Y

33

61

111107108

40

NOC:Multivariable Calculus

Y

Y

Y

11

62

111107106

60

NOC:Numerical Linear Algebra

Y

Y

Y

15

63

111102110

35

NOC:Chaotic Dynamical Systems

Y

Y

Y

27

64

111102111

92

NOC:Introduction to Probability Theory and Stochastic Processes

Y

Y

Y

30

65

111102112

21

NOC:Statistical Inference

Y

Y

Y

19

66

111105111

60

NOC:Matrix Solver

Y

Y

Y

16

67

111105112

40

NOC:Introduction to Abstract and Linear Algebra

Y

Y

Y

8.7

68

111106111

48

NOC:Transform Techniques for Engineers

Y

Y

Y.

72

69

111106112

21

NOC:Introduction to Probability and Statistics

Y

Y

Y

9.0

70

111106113

45

NOC:Introduction to Abstract Group Theory

Y

Y

Y

40

71

111106114

17

NOC:Groups: Motion, Symmetry and Puzzles

Y

Y

Y

24

72

111107111

60

NOC:Ordinary and Partial Differential Equations and Applications

Y

Y

Y

11

73

111107112

40

NOC:Matrix Analysis with Applications

Y

Y

Y

5.4

74

111107113

20

NOC:Mathematical Modelling: Analysis and Applications

Y

Y

Y

4.2

75

111101115

41

NOC:Basic Linear Algebra

Y

Y

Y

16

76

111101116

60

NOC:Commutative Algebra

Y

Y

Y

34

77

111101117

62

NOC:Galois Theory

Y

Y

Y

61

78

111104120

34

NOC:Descriptive Statistics with R Software

Y

Y

Y

12

79

111105121

60

NOC:Engineering Mathematics-I

Y

Y

Y

17

80

111105122

60

NOC:Integral and Vector Calculus

Y

Y

Y

16

81

111105123

60

NOC:Transform Calculus and its applications in Differential Equations

Y

Y

Y

16

82

111107118

60

NOC:Dynamical System and Control

Y

Y

Y

8.2

83

111107119

60

NOC:Advanced Engineering Mathematics

Y

Y

Y

8.8

84

111105124

64

NOC:Statistical Inference (2019)

Y

Y

Y

17

85

111102129

72

NOC:Integral Transforms and their Applications

Y

Y

Y

88

86

111102130

30

NOC:Introduction to Fuzzy Set Theory, Arithmetic and Logic

Y

Y

Y

29

87

111102133

32

Introduction to Methods of Applied Mathematics

Y

Y

Y

24

88

111103126

36

NOC:Mathematical Finance

Y

Y

Y

20

89

111104125

37

NOC:Calculus of Several Real Variables

Y

Y

Y

14

90

111105132

20

NOC:Mathematical Methods for Boundary Value Problems

Y

Y

Y

6.6

91

111106131

44

NOC:Introduction To Rings And Fields

Y

Y

Y

58

92

111107127

56

NOC:Higher Engineering Mathematics

Y

Y

Y

5.8

93

111107128

40

NOC:Operations Research

Y

Y

Y

4.3

94

111102134

30

NOC:Advanced Probability Theory

Y

Y

Y

41

95

111108134

68

NOC:An Introduction to Smooth Manifolds

Y

Y

Y

5.7

96

111101134

69

NOC:Basic Real Analysis

Y

Y

Y

48

97

111105134

60

NOC:Engineering Mathematics - II

Y

Y

Y

28

98

111108136

60

NOC:Introduction to Algebraic Geometry and Commutative Algebra

Y

Y

Y

9.9

99

111106135

48

NOC:Linear Algebra (Prof. Pranav Haridas)

---

Y

Y

45

100

111108135

62

NOC:Measure Theory (Prof. E. K. Narayanan)

Y

Y

Y

12

101

111106134

67

NOC:Probabilistic Methods in PDE

---

Y

Y

36

102

111101137

63

NOC:A Basic Course in Number Theory

Y

Y

---

19

103

111106137

83

NOC:Algebra - I

---

Y

---

4.1

104

111106141

48

NOC:Complex Analysis

---

Y

---

5.9

105

111106138

60

NOC:Computational Commutative Algebra

Y

Y

---

4.9

106

111104138

27

NOC:Computational Number Theory and Algebra

---

Y

---

14

107

111107137

60

NOC:Essential Mathematics for Machine Learning

---

Y

---

4.6

108

111106139

27

NOC:Laplace Transform

---

Y

Y

2.5

109

111104137

66

NOC:Linear Algebra (Prof. A.K. Lal)

Y

Y

---

16

110

111103137

36

NOC:Mathematical Portfolio Theory

---

Y

---

5.8

111

111106140

75

NOC:Measure Theory (Prof. Indrava Roy)

---

Y

---

4.9

112

111102143

10

NOC:Non-parametric Statistical Inference

Y

Y

Y

2.5

113

111106142

121

NOC:Real Analysis - I

Y

Y

---

4.5

114

111102137

65

NOC:Scientific Computing using Matlab

Y

Y

---

31

115

111101144

62

NOC:Introduction to Algebraic Topology - Part I

---

Y

---

7.0

116

111104144

40

NOC:Basic Calculus 1 and 2

---

Y

---

3.2

117

111104145

33

NOC:Advanced Partial Differential Equations

---

Y

---

2.6

118

111104146

69

NOC:Essentials of Data Science With R Software 1: Probability and Statistical Inference

Y

Y

---

6.9

119

111104147

53

NOC:Essentials of Data Science With R Software 2: Sampling Theory and Linear Regression Analysis

---

Y

---

6.0

120

111106144

66

NOC:Variational Calculus and its applications in Control Theory and Nanomechanics

---

Y

Y

---

121

111106145

49

NOC:Introduction to Galois Theory

---

Y

---

5.7

122

111106146

72

NOC:Basic Calculus 1

Y

Y

---

3.9

123

111106147

74

NOC:Functional Analysis

---

Y

---

4.6

124

111106148

90

NOC:Mathematical Methods in Physics 1

---

Y

---

4.0

125

111106149

58

NOC:Computational Mathematics with SageMath

Y

Y

---

3.9

126

111106150

46

NOC:Introduction to Probability (with examples using R)

---

Y

---

3.8

127

111106151

84

NOC:Algebra-II

---

Y

---

4.3

128

111108144

41

NOC:First Course on Partial Differential Equations - I

---

Y

---

3.5

129

111101152

62

NOC:Introduction to Algebraic Topology - Part II

---

Y

---

6.5

130

111101153

60

NOC:Partial Differential Equations

---

Y

---

5.2

131

111102152

58

NOC:Matrix Computation and its Applications

---

Y

---

5.4

132

111104152

40

NOC:Measure Theoretic Probability 1

---

Y

---

2.4

133

111106152

80

NOC:Mathematical Methods in Physics 2

---

Y

---

4.6

134

111106153

74

NOC:Real Analysis - II

---

Y

---

2.8

135

111106154

85

NOC:Sobolev Spaces and Partial Differential Equations

---

Y

---

6.1

136

111106155

58

NOC:Combinatorics

---

Y

---

4.2

137

111106156

16

NOC:Our Mathematical Senses

Y

Y

---

2.2

138

111108152

41

NOC:First Course on Partial Differential Equations - II

---

Y

---

3.5

139

111108157

80

Matrix Theory

---

Y

---

6.5