Weeks | Topics |
1 |
Alpha Derivatives
|
2 |
Nabla Derivatives
|
3 |
Left-Dense Continuous Functions, Nabla Integral
|
4 |
The Method of Upper and Lower Solutions in Separated Boundary Value Problems
|
5 |
Quasilinearization Method in Separated Boundary Value Problems
|
6 |
Mixed Derivative Problems
|
7 |
The Method of Upper and Lower Solutions in Periodic Boundary Value Problems
|
8 |
Quasilinearization Method in Periodic Boundary Value Problems
|
9 |
Midterm Exam
|
10 |
Examples
|
11 |
Cones, u0-Positive Operators and Krein-Rutman Theory
|
12 |
Eigenvalue Problems
|
13 |
Fixed Point Theory and Topological Transversality Methods
|
14 |
Existence of at Least One Solution
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