Assigned:
Wednesday, November 30, 2001
Due:
Friday, December 7, 2001, 1PM, in boxes inside IEOR department office
General Instructions
- This homework covers material from lectures on 11/21, 11/26 and 11/28.
- You must write down with whom you worked on the assignment. If this
changes from problem to problem, then you should write down this
information separately with each problem.
- Numbered problems are all from the textbook Introduction to
Mathematical Programming.
Problems
- p. 773 Problem A2. To receive credit you must solve this problem
via dynamic programming and show your work.
- p. 791. Problem A4. To receive credit you must solve this problem
via dynamic programming and show your work.
- p. 816. Problem A5. This is an easy problem to solve in your
head. To receive credit you must solve this problem
via dynamic programming and show your work.
- For the network in Figure 4 on p. 411, consider the following
multicommodity flow problem. We have three commodities, each
specified by the triple (source,destination,demand):
(1,5,6)
(2,4,5)
(1,4,1)
Write down the linear program for this multicommodity flow problem and
solve it using LINDO.
Switch to:
cliff@ieor.columbia.edu