Mathematics (139 Video Courses in 4 TB USB HDD)

Mathematics (139 Video Courses in 4 TB USB HDD)

NPTEL Course List: https://www.digimat.in/111.html

Distributed Under: CC-BY-SA 4.0 License

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Copyright: Ministry of Education (Govt. of India), IIT(s), IISc

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The NPTEL Video Lectures are not edited or repurposed

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NPTEL Video Courses List

 1. Elementary Numerical Analysis

 2. Measure and Integration

 3. Mathematics in India - From Vedic Period to Modern Times

 4. Stochastic Processes

 5. Formal Languages and Automata Theory

 6. Complex Analysis

 7. Applied Multivariate Analysis

 8. Calculus of Variations and Integral Equations

 9. Linear programming and Extensions

 10. Convex Optimization

 11. Foundations of Optimization

 12. Probability Theory and Applications

 13. Advanced Engineering Mathematics

 14. Functional Analysis

 15. Numerical methods of Ordinary and Partial Differential Equations

 16. Optimization

 17. Probability and Statistics

 18. Regression Analysis

 19. Statistical Inference

 20. A Basic Course in Real Analysis

 21. An Introduction to Riemann Surfaces and Algebraic Curves

 22. Linear Algebra

 23. Mathematical Logic

 24. Real Analysis

 25. NOC:An invitation to Mathematics

 26. Discrete Mathematics

 27. Advanced Matrix Theory and Linear Algebra for Engineers

 28. Ordinary Differential Equations and Applications

 29. NOC:Basic Calculus for Engineers, Scientists and Economists

 30. Statistical Methods for Scientists and Engineers

 31. Advanced Complex Analysis - Part 1

 32. NOC:Discrete Mathematics

 33. NOC:Applied Multivariate Statistical Modeling

 34. NOC:Probability and Statistics

 35. NOC:Probability and Stochastics for finance

 36. Dynamic Data Assimilation: An Introduction

 37. Advanced Complex Analysis - Part 2

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

 39. NOC:Differential Calculus in Several Variables

 40. NOC:Stochastic Processes - 1

 41. NOC:Curves and Surfaces

 42. Basic Algebraic Geometry

 43. NOC:Introduction to Commutative Algebra

 44. NOC:Linear Algebra

 45. NOC:Linear Regression Analysis and Forecasting

 46. NOC:Stochastic Processes

 47. NOC:Mathematical Methods and its Applications

 48. NOC:Introductory Course in Real Analysis

 49. NOC:Modeling Transport Phenomena of Microparticles

 50. NOC:Nonlinear Programming

 51. NOC:Numerical Methods

 52. NOC:Introduction to R Software

 53. NOC:Measure Theory

 54. NOC:Differential Equations for Engineers

 55. NOC:Integral Equations, Calculus of Variations and its Applications

 56. NOC:Numerical Analysis

 57. NOC:Constrained and Unconstrained Optimization

 58. NOC:Graph Theory

 59. NOC:Numerical Methods: Finite Difference Approach

 60. NOC:Calculus for Economics, Commerce and Management

 61. NOC:Multivariable Calculus

 62. NOC:Numerical Linear Algebra

 63. NOC:Chaotic Dynamical Systems

 64. NOC:Introduction to Probability Theory and Stochastic Processes

 65. NOC:Statistical Inference

 66. NOC:Matrix Solver

 67. NOC:Introduction to Abstract and Linear Algebra

 68. NOC:Transform Techniques for Engineers

 69. NOC:Introduction to Probability and Statistics

 70. NOC:Introduction to Abstract Group Theory

 71. NOC:Groups : Motion, Symmetry and Puzzles

 72. NOC:Ordinary and Partial Differential Equations and Applications

 73. NOC:Matrix Analysis with Applications

 74. NOC:Mathematical Modelling: Analysis and Applications

 75. NOC:Basic Linear Algebra

 76. NOC:Commutative Algebra

 77. NOC:Galois Theory

 78. NOC:Descriptive Statistics with R Software

 79. NOC:Engineering Mathematics-I

 80. NOC:Integral and Vector Calculus

 81. NOC:Transform Calculus and its applications in Differential Equations

 82. NOC:Dynamical System and Control

 83. NOC:Advanced Engineering Mathematics

 84. NOC:Statistical Inference (2019)

 85. NOC:Integral Transforms And Their Applications

 86. NOC:Introduction to Fuzzy Set Theory, Arithmetic and Logic

 87. Introduction to Methods of Applied Mathematics

 88. NOC:Mathematical Finance

 89. NOC:Calculus of Several Real Variables

 90. NOC:Mathematical Methods for Boundary Value Problems

 91. NOC:Introduction To Rings And Fields

 92. NOC:Higher Engineering Mathematics

 93. NOC:Operations Research

 94. NOC:Basic Real Analysis

 95. NOC:Advanced Probability Theory

 96. NOC:Engineering Mathematics-II

 97. NOC:Probabilistic Methods in PDE

 98. NOC:Linear Algebra (Prof. Pranav Haridas)

 99. NOC:An Introduction to Smooth Manifolds

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

101. NOC:Introduction to Algebraic Geometry and Commutative Algebra

102. NOC:A Basic Course in Number Theory

103. NOC:Scientific Computing using Matlab

104. NOC:Non-parametric Statistical Inference

105. NOC:Mathematical Portfolio Theory

106. NOC:Linear Algebra

107. NOC:Computational Number Theory and Algebra

108. NOC:Algebra - I

109. NOC:Computational Commutative Algebra

110. NOC:Laplace Transform

111. NOC:Measure Theory

112. NOC:Complex Analysis

113. NOC:Real Analysis - I

114. NOC:Essential Mathematics for Machine Learning

115. NOC:Introduction to Algebraic Topology - Part I

116. NOC:Basic Calculus 1 and 2

117. NOC:Advanced Partial Differential Equations

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

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

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

121. NOC:Introduction to Galois Theory

122. NOC:Basic Calculus 1

123. NOC:Functional Analysis

124. NOC:Mathematical Methods in Physics 1

125. NOC:Computational Mathematics with SageMath

126. NOC:Introduction to Probability (with examples using R)

127. NOC:Algebra-II

128. NOC:First Course on Partial Differential Equations-I

129. NOC:Introduction to Algebraic Topology - Part II

130. NOC:Partial Differential Equations

131. NOC:Matrix Computation and its applications

132. NOC:Measure Theoretic Probability 1

133. NOC:Mathematical Methods in Physics 2

134. NOC:Real Analysis - II

135. NOC:Sobolev Spaces and Partial Differential Equations

136. NOC:Combinatorics

137. NOC:Our Mathematical Senses

138. NOC:First Course on Partial Differential Equations - II

139. Matrix Theory