Weeks | Topics |
1 |
Introduction and classificiation of differential equations
|
2 |
Exact and separable differential equations
|
3 |
Integral multiplier, linear and Bernolli differential equations
|
4 |
Orthogonal trajectories
|
5 |
Constant coefficient homogeneous differential equations
|
6 |
Uncertain paramaters method
|
7 |
Cauchy Euler and variations of parameters
|
8 |
Operator method
|
9 |
Series solutions of differential equations around ordinary and singular points
|
10 |
Numerical solutions: Runge-Kutta and Euler Method
|
11 |
Laplace transform
|
12 |
State space respresentation
|
13 |
First order linear differential equations
|
14 |
Applications of differential equations
|