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Interval partitioning. Lecture starts at and finishes at . Goal: find the minimum number of classrooms to schedule all lectures so that no two occur

Interval partitioning.

Lecture starts at and finishes at .

Goal: find the minimum number of classrooms to schedule all lectures so that no two occur at the same time in the same room.

Ex: This schedule uses 4 classrooms to schedule 10 lectures

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1 Interval partitioning. Lecture j starts at s; and finishes at fj. Goal: find the minimum number of classrooms to schedule all lectures so that no two occur at the same time in the same room. Ex: This schedule uses 4 classrooms to schedule 10 lectures. e d 9 b h a f i 9 9:30 10 10:30 11 11:30 12 12:30 1 1:30 2 2:30 3 3:30 4 4:30 Time

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