| Course Status : | Completed |
| Course Type : | Core |
| Language for course content : | English |
| Duration : | 15 weeks |
| Category : |
|
| Credit Points : | 5 |
| Level : | Undergraduate |
| Start Date : | 15 Jan 2025 |
| End Date : | 30 Apr 2025 |
| Enrollment Ends : | 28 Feb 2025 |
| Exam Date : | 25 May 2025 IST |
| NCrF Level : | 5.0 |
| Course Exam Shift : | I |
Note: This exam date is subject to change based on seat availability. You can check final exam date on your hall ticket.
| Lecture No | Module title |
| 1 | Introduction to Mathematical economics |
| 2 | Logic and proof techniques |
| 3 | Sets, their types, difference of two sets |
| 4 | Laws of sets |
| 5 | Numerical Problems and solutions |
| 6 | Basics of Relations and Functions |
| 7 | Functions and their properties |
| 8 | Number system: An Introduction |
| 9 | Divisibility in Integers |
| 10 | Congruence relations in integers |
| 11 | Problems and Solutions of relations and functions |
| 12 | Types of functions |
| 13 | Sequences and series: convergence and algebraic properties |
| 14 | Arithmetic Progression (AP) |
| 15 | Application of AP in Economics |
| 16 | Sequences and series: Geometric Progression (GP) |
| 17 | Application of GP in Economics |
| 18 | Miscellaneous Numerical Problems and Solutions of AP and GP |
| 19 | Limit and continuity of a function |
| 20 | Theory of Limit, continuous and discontinuous functions |
| 21 | Numerical Problems and solutions of Limit and continuity |
| 22 | Derivation of standard functions: Basic rules and properties |
| 23 | Second and higher order derivatives |
| 24 | Numerical problems and solutions |
| 25 | Applications of derivatives in Economics |
| 26 | Convex functions, their characterizations and applications |
| 27 | Local and global optima and their geometric characterizations |
| 28 | Economic applications of single variable optimisation |
| 29 | Integration of Functions: An introduction |
| 30 | Rules of Integration |
| 31 | Methods of Integration |
| 32 | Numerical Problems and solutions of integral functions |
| 33 | Applications of Integral Functions in Economics: Demand Function and Consumer Surplus |
| 34 | Applications of Integral Functions in Economics: Revenue Functions |
| 35 | Applications of Integral Functions in Economics: Production and Profit Optimisation |
| 36 | Differential Equations: An Introduction |
| 37 | First Order and Linear Differential Equation |
| 38 | Numerical problems and solutions of first order differential equations |
| 39 | Homogeneous and Non-homogeneous differential equations |
| 40 | Exact and Second order differential equations |
| 41 | Time Path in Differential Equations |
| 42 | Numerical Problems and Solutions of Differential Equations |
| 43 | Economic Applications of Differential Equations |
| 44 | Difference Equations: An Introduction |
| 45 | First Order Difference equations |
| 46 | Second order difference equations |
| 47 | Numerical Problems and solutions |
| 48 | Partial Derivatives: An Introduction |
| 49 | Economic Applications of Partial Derivatives: Discriminating Monopoly and Partial Elasticities |
| 50 | Economic Applications of Derivatives - II |

Experience Detail
Teaching Experience : 28 years
No. of Ph.Ds (degree awarded): 16
Registered : 16
M. Phil: 29
Administrative Experience:
Membership of Associations:
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