Exam 5: Network Modeling
Exam 1: Introduction to Modeling and Decision Analysis78 Questions
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Exam 5: Network Modeling92 Questions
Exam 6: Integer Linear Programming102 Questions
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Solve the following minimal spanning tree problem starting at node 1.


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What is the constraint for node 2 in the following maximal flow problem?

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A company needs to ship 100 units from Seattle to Denver at the lowest possible cost. The costs associated with shipping between the cities are listed below. Also, the decision variable associated with each pair of cities is shown next to the cost.
Write out the LP formulation for this problem.

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An oil company wants to produce lube oil, gasoline and diesel fuel at two refineries at the minimum cost. There are two sources of crude oil. The following network representation depicts this problem.
Write out the LP formulation for this problem.

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A maximal flow problem differs from other network models in which way?
(Multiple Choice)
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Most of the other types of network flow problems can be viewed as simple variations of the transshipment problem.
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Almost all network problems can be viewed as special cases of the
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Joe Fix plans the repair schedules each day for the Freeway Airline. Joe has 3 planes in need of repair and 5 repair personnel at his disposal. Each plane requires a single repairperson, except plane 3, which needs 2 personnel. Anyone not assigned to maintaining an airplane works in the maintenance shop for the day (not modeled). Each repairperson has different likes and dislikes regarding the types of repairs they prefer. For each plane, Joe has pulled the expected maintenance and determined the total preference matrix for his repair personnel. The preference matrix is:
Draw the network flow for this assignment problem assuming Joe would like to maximize the total preference in his worker-to-aircraft schedule.

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The following network depicts a transportation/distribution problem for Clifton Distributing. Formulate the LP for Clifton assuming they wish to minimize the total product-miles incurred.


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The demand nodes in the graphical representation of the transshipment problem:
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Draw the network representation of this LP model. What type of problem is it? 

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