GATE 2023 CSE Prep | Divide and Conquer and Greedy Algorithms | Algorithms for GATE CSE |BYJU'S GATE

Greedy Algorithms Explained with Examples

In Chapter 6, we saw an example of a greedy algorithm that coul... | Filo

SOLVED:Show that a greedy algorithm that schedules talks in a lecture hall, as described in Example 7, by selecting at each step the talk that overlaps the fewest other talks, does not always produce an optimal schedule.

Greedy Algorithm & Greedy Matching in Statistics

Deal with the problem of scheduling the most talks possible given the start and end times of n talks. Find the complexity of the greedy algorithm for scheduling the most talks by adding at each step the talk with the earliest end time compatible with those already scheduled (Algorithm 7 in Section 3.1). Assume that the talks are not already sorted by earliest end time and assume that the worst-case time complexity of sorting is O(n logn). | Numerade