COURSES TAUGHT
| Sl.No | Post Graduate Level | Integrated M. Sc Level | Research Level (M. Phil and Ph. D) |
| 1 | Group Theory | Number Theory | Algebraic Graph Theory |
| 2 | Rings and Modules | Calculus | Commutative Algebra |
| 3 | Field Theory | Linear Programming Problem | Graphs from Algebraic Structures |
| 4 | Linear Algebra | Programming in C | Research and Teaching Methodology |
| 5 | Topology | LaTex and MATLAB | Near rings |
| 6 | Functional Analysis | Abstract Algebra | ---- |
| 7 | Differential Equations | Linear Algebra | ---- |
| 8 | Partial Differential Equations | Theory of Equations | ---- |
| 9 | Measure Theory and Integrations | Discrete Mathematics (NME) | ---- |
| 10 | Graph Theory | Integral Transform and Applications | ---- |
| 11 | Algebraic Number Theory | LaTeX | ---- |
| 12 | Advanced Algebra | ---- | ---- |
| 13 | Number Theory | ---- | ---- |
| 14 | Representation Theory | ---- | ---- |
| 15 | Linear Algebra | ---- | ---- |
| 16 | Algebra I | ---- | ---- |
| 17 | Algebra II | ---- | ---- |
| 18 | SageMath | ---- | ---- |
| 19 | Field Theory and Lattices | ---- | ---- |
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