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Case Study: someone wants to complete a set of ?? tasks and have a large supply of robots (say, at least ??) to carry them out. These tasks are labeled 1 through ??. Each task takes any robot exactly one minute to complete. These tasks, however, are not independent of one another, so they may not all be executed in parallel. Task ?? needs inputs from each task in a list ???? of tasks. Give an algorithm that takes the ?? lists as input and returns a schedule of tasks to execute each minute so that the total time taken to complete all of the tasks is minimized.
Questions:
(a) Describe precisely what ther algorithm is given as input and what it needs to output.
(b) Write the algorithm in pseudocode.
(c) Justify the correctness of the algorithm. The justification does not need to be long or formal, just convincing.
(d) Analyze the running time of the algorithm in terms of ?? and ??, where ?? is the total length of the ?? lists. To obtain full credit for part (b), the algorithm must run in time ??(?? + ??).
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