Paper 1
| S.No | Unit | Topic | Link | |
|---|---|---|---|---|
| 1 | Unit 1 | Ramanujan | Link | |
| 2 | Unit 1 | Bisection | Link | |
| 3 | Unit 1 | Regula falsi | Link | |
| 4 | Unit 1 | secant | Link | |
| 5 | Unit 1 | NEWton raphson | Link | |
| 6 | Unit 2 | lagrangen -Interpolation | Link | |
| 7 | Unit 2 | Finite difference operators | Link | |
| 8 | Unit 2 | Interpolation formula using difference | Link | |
| 9 | Unit 2 | gregory newton forward diff interpolation | Link | |
| 10 | Unit 2 | gregory newton BAck ward diff interpolation | Link | |
| 11 | Unit 2 | numerical integration | Link | |
| 12 | Unit 2 | NEWTOn cots | Link | |
| 13 | Unit 2 | trapezoidal rule | Link | |
| 14 | Unit 2 | simpson 1/3rule | Link | |
| 15 | Unit 2 | simpson 3/8 rule | Link | |
| 16 | Unit 2 | gauss integrtion | Link | |
| 17 | Unit 3 | direct method for solving system of linear equ | Link | |
| 18 | Unit 3 | Gauss | Link | |
| 19 | Unit 3 | LU decomposition | Link | |
| 20 | Unit 3 | cholesky decomposition | Link | |
| 21 | Unit 3 | Iterative method | Link | |
| 22 | Unit 3 | jecobi | Link | |
| 23 | Unit 3 | gauss seidel | Link | |
| 24 | Unit 4 | Numerical soulation of ordinary differential equ | Link | |
| 25 | Unit 4 | picaed | Link | |
| 26 | Unit 4 | Taylor | Link | |
| 27 | Unit 4 | Euler | Link | |
| 28 | Unit 4 | Runge Kutta | Link | |
| 29 | Unit 4 | mulitistep method | Link | |
| 30 | Unit 4 | ular method | Link |
Paper 2
| S.No | Unit | Topic | Link | |
|---|---|---|---|---|
| 1 | Unit 1 | origins,the school vaisheshika,catuskoti,nyaya,jainlogic,buddhist logic,navya nyaya | Link | |
| 2 | Unit 1 | the school vaisheshika | Link | |
| 3 | Unit 1 | Link | ||
| 4 | Unit 1 | Link | ||
| 5 | Unit 1 | Link | ||
| 6 | Unit 1 | buddhist logic Boolean logic and Indian thoughts Influence of Indian logic on modern logic | Link | |
| 7 | Unit 1 | Relations | Link | |
| 8 | Unit 1 | Binary inverse composition and equivalence relation | Link | |
| 9 | Unit 1 | Link | ||
| 10 | Unit 1 | Particles of a set Hasse diagram Partial order relation partial order and totally order set | Link | |
| 11 | Unit 1 | Link | ||
| 12 | Unit 1 | Link | ||
| 13 | Unit 1 | Lattices Definitions and examples Dual,bounded distributive and complementary lattices | Link | |
| 14 | Unit 1 | Link | ||
| 15 | Unit 2 | Definition and properties switching circuit and its application logic gate and circuit Bullion function Disjunctive And conjunctive normal forms bools extension theorem Minimize the bullion function using karnaugh map | Link | |
| 16 | Unit 2 | Boolean algebra defination pro. switching circuit and its application | Link | |
| 17 | Unit 2 | Link | ||
| 18 | Unit 2 | logic gate and circuit Bullion function | Link | |
| 19 | Unit 2 | Disjunctive And conjunctive normal forms | Link | |
| 20 | Unit 2 | Link | ||
| 21 | Unit 2 | bools extension theorem | Link | |
| 22 | Unit 2 | Link | ||
| 23 | Unit 2 | Minimize the bullion function using karnaugh map | Link | |
| 24 | Unit 2 | Link | ||
| 25 | Unit 3 | Definition and type of graph | Link | |
| 26 | Unit 3 | Subgraphs | Link | |
| 27 | Unit 3 | Walk path and circuit | Link | |
| 28 | Unit 3 | Connected and disconnected graph | Link | |
| 29 | Unit 3 | Euler graph | Link | |
| 30 | Unit 3 | Hamiltonian path and circuit | Link | |
| 31 | Unit 3 | Dijkstra algorithm for shortest path in weighted graph | Link | |
| 32 | Unit 4 | i) Tree and its properties | Link | |
| 33 | Unit 4 | Route binary and spanning tree | Link | |
| 34 | Unit 4 | Rank and nullity graph | Link | |
| 35 | Unit 4 | Krusklas and prims algorithm | Link | |
| 36 | Unit 4 | Cut set and its property | Link | |
| 37 | Unit 4 | Fundamental circuit and cut set | Link | |
| 38 | Unit 4 | Planar graph | Link | |
| 39 | Unit 4 | Kuratowski two graphs | Link | |
| 40 | Unit 4 | Matrix representations of group | Link | |
| 41 | Unit 4 | Incidence adjacency circuit cut set path | Link | |
| 42 | Unit 4 | Link | ||
| 43 | Unit 4 | Link |