In both cases, all activities i <= j are compatible.(RV) RV1 (2-dose series) RV5 (3-dose series)ĭiphtheria, tetanus, & acellular pertussis if j is element of A, add element j to A and check for is j compatible with A?.
If j is not an element of A, then all activities i Hypothesis: All activities i < j in A are compatible. Sort all activities by their finishing time.īase Case: All activites are Compatible, when A is the empty set. Always add in the candidate job with the earliest completion time, starting with an empty schedule if at least one candidate job exists.“candidate job” doesn’t clash with any other planned work. Let’s see if we can come up with some counter-examples for each one. Let’s have a look at a few greedy algorithms that don’t work. Any other option will only schedule two jobs. Then, the three jobs, , and should be scheduled. ExampleĬonsider the following five work intervals:, ,. Wikipedia definition of Interval-Scheduling-Greedy-Algorithm HERE. Our objective is to fill our machine with as many jobs as possible. We can’t schedule two jobs at the same time if they overlap. The concept behind Interval Scheduling Greedy Algorithm is that we have a set of jobs (tasks) that need to be scheduled on a machine, and each job j has a start time Sj and a finish time Fj.
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