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CSC1016S Computer Science
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This assignment concerns using directed graphs to develop an algorithm for a new business called UberHaul. As the name suggests, it is similar to Uber, but for moving materials, not people. Clients who need items taken by truck from one location to another can request an UberHaul driver.
• Clients are people who ask for an UberHaul driver to take goods from one node to another node.
• Edges in the graph represent routes the drivers take, modelled as a weighted directed graph.
• Nodes represent locations in the city. Some are where Uber Haul trucks are stationed, some are the source or destination of deliveries, and some are just intersections where drivers can change direction to minimise cost. Generally, the problem is to service delivery requests as cheaply as possible. For Part One, we will assume that each UberHaul driver, when servicing a request, will start from home and return home afterwards. A driver whose home is at node number D and is doing an UberHaul trip to take goods from node number Cp to node number Cd will take the cheapest route from D to Cp, from Cp to Cd, and finally, from Cd to D.
Delivery simulation
If there are two or more UberHaul drivers who could service any request at the same minimum cost, then the one whose home has the lowest node number is selected. This assignment is automatically marked. You will find submission guidelines at the end of the document. Automatic marking will use fixed test cases for the first few trials to ensure your code is working. It will generate random data for the final test cases, so you will not have the same situation every time you run it. Delivery simulation Given a delivery request, the problem is to identify the UberHaul truck that can make the lowest cost trip from the driver’s home to the client’s pickup node, then to the client’s drop-off node, then back to the driver’s home.
The first line gives the number of nodes, N. Nodes are assumed to be numbered 0..N-1.The next N lines describe the outgoing edges for each node. Each line starts with the node number followed by zero or more edge descriptions, each comprising a destination node number and weight.
CSC1016S Computer Science
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