Ders Notu 18
Lecture 8.1
Ders Notu
23.04.2022
Lecture 7.3
Ders Notu
7.04.2022
Lecture 7.2
Ders Notu
31.03.2022
Lecture 7.1
Ders Notu
31.03.2022
Lecture 14
Ders Notu
3.06.2021
Methods of finding initial solution for a transportation problem: NWM ; LC
Lecture 7
Ders Notu
13.04.2021
Lecture 2
Ders Notu
26.03.2021
Lecture 1
Ders Notu
4.03.2021
You can access the lecture document that we will use in the first and second weeks here.
Lecture 13
Ders Notu
10.05.2020
Lecture 12
Ders Notu
10.05.2020
Lecture 10
Ders Notu
21.04.2020
¢ Introduction
to Sensitivity Analysis
¢ Graphical
Sensitivity Analysis
Lecture 11
Ders Notu
21.04.2020
Lecture 6
Ders Notu
12.04.2020
As the name suggests, the method solves the LP in two phases: Phase I attempts to find a starting basic feasible solution, and, if one is found, Phase II is invoked to solve the original problem.
Lecture 9
Ders Notu
12.04.2020
This document includes four special cases that arise in the use of the simplex method.
1. Degeneracy
2. Alternative optima
3. Unbounded solutions
4. Nonexisting (or infeasible) solutions
Lecture 8
Ders Notu
12.04.2020
Includes row calculations in simplex models for the following methods
M method
Two phase
Special Cases
Lecture 5
Ders Notu
1.04.2020
Lecture 4
Ders Notu
24.03.2020
Example of standard maximization problem.
M method
Example of minimization problem.
Lecture 3
Ders Notu
24.03.2020