| No. | Topic | Subject | User Category | Telecast Date | Day | Time |
|---|---|---|---|---|---|---|
| 1 | Outer measure and its properties | Measure and Integration |
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| 2 | Optimization | Foundations of optimization |
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| 3 | Convergence test for improper integrals | A Basic course in real analysis |
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| 4 | convex optimization | Convex optimization | ||||
| 5 | Unconstrained minimization of Functions of two variables |
Basic calculus for Engineers,Scientists and Economists |
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| 6 | Constrained minimization and lagrange multiplier rules |
Basic calculus for Engineers,Scientists and Economists |
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| 7 | Cholesky decomposition | Elementary Numerical Analysis |
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| 8 | Geometry of LPP and graphical solution of LPP | Optimization | ||||
| 9 | Examples of Complete and Incomplete Metric Spaces | Functional analysis | ||||
| 10 | Extension of measure | Measure and Integration |
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| 11 | Optimization | Foundations of optimization |
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| 12 | Improper integrals | A Basic course in real analysis |
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| 13 | convex optimization | Convex optimization | ||||
| 14 | Differentiation of functions of two variables - 1 | Basic calculus for Engineers,Scientists and Economists |
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| 15 | Differentiation of functions of two variables -2 | Basic calculus for Engineers,Scientists and Economists |
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| 16 | LU Decomposition | Elementary Numerical Analysis |
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| 17 | Formulation of LPP | Optimization | ||||
| 18 | Convergence, Cauchy Sequence, Completeness | Functional analysis | ||||
| 19 | Uniqueness problem for measure | Measure and Integration |
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| 20 | Optimization | Foundations of optimization |
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| 21 | Fundamental theorems of integral calculus | A Basic course in real analysis |
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| 22 | convex optimization | Convex optimization | ||||
| 23 | Functions of two or more variables | Basic calculus for Engineers,Scientists and Economists |
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| 24 | Limits and Continuity of functions of Two variable | Basic calculus for Engineers,Scientists and Economists |
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| 25 | Gauss Elimination | Elementary Numerical Analysis |
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| 26 | Optimization | Optimization | ||||
| 27 | Separable Metrics Spaces with Examples | Functional analysis |