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No	Mathematics (184 Courses)
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 & Applications
29	NOC:Basic Calculus for Engineers, Scientists and Economists
30	Statistical Methods for Scientists & 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 & Forecasting
46	NOC:Stochastic Processes
47	NOC:Mathematical Methods & 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 & 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 & 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
140	NOC:An Introduction to Point-Set-Topology - Part I
141	NOC:Discrete-time Markov Chains and Poission Processes
142	NOC:Introduction to Queueing Theory
143	NOC:Algebraic Combinatorics
144	NOC:An Invitation to Topology
145	NOC:An Introduction to Point-Set-Topology - Part II
146	NOC:Introduction to Probability Theory and Statistics
147	NOC:Foundations of R Software
148	NOC:Foundations of R Software (In Hindi)
149	NOC:Advanced Calculus For Engineers
150	NOC:Rings and Modules
151	NOC:Operator Theory
152	NOC:Measure and Integration
153	NOC:Approximate Reasoning using Fuzzy Set Theory
154	NOC:Probability-II with Examples Using R
155	NOC:Fourier Analysis and its Applications
156	NOC:Numerical Analysis (2023)
157	NOC:An Introduction to Hyperbolic Geometry
158	NOC:A Primer to Mathematical Optimization
159	NOC:Advanced Computational Techniques
160	NOC:Applied Linear Algebra in AI and ML
161	NOC:Advanced Engineering Mathematics
162	NOC:Predictive Analytics - Regression and Classification
163	NOC:Advanced Linear Algebra
164	NOC:C* Algebras and Spectral Theorem
165	NOC:Point Set Topology
166	NOC:Measure Theoretic Probability 2
167	NOC:Essentials of Topology
168	NOC:Introduction to Algebraic Geometry
169	NOC:Advanced Partial Differential Equations (Part I: Distributions and Sobolev Spaces)
170	NOC:Set Theory and Mathematical Logic
171	NOC:Numerical Linear Algebra and Application
172	NOC:Introduction to Statistics
173	NOC:Advanced Course on Partial Differential Equations - II
174	NOC:Introduction to Group Theory
175	NOC:Introduction to Lie Algebras
176	NOC:Introduction to Probability Theory and Stochastic Processes (Tamil)
177	NOC:Introduction to Fourier Analysis
178	NOC:Ordinary Differential Equations
179	NOC:Category Theory
180	NOC:Mathematics for Machine Learning
181	NOC:Advanced Theory of Ordinary Differential Equations
182	NOC:Probability Theory for Data Science
183	NOC:EXCELing with Mathematical Modeling
184	NOC:Representation Theory of General Linear Lie Algebra