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Problem
Suppose you are given a timetable, which consists of:
• A set A of n airports, and for each airport a in A, a minimum connecting time c(a).
• A set F of m flights, and the following, for each flight f in F: ° Origin airport a1 (f) in A
Destination airport a2(f) in A ° Departure time t1 (f) ° Arrival time t2(f)
Describe an efficient algorithm for the flight scheduling problem. In this problem, we are given airports a and b, and a time t, and we wish to compute a sequence of flights that allows one to arrive at the earliest possible time in b when departing from a at or after time t. Minimum connecting times at intermediate airports should be observed. What is the running time of your algorithm as a function of n and m?
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Repeat Problem, if the algorithm accesses both rows and columns of the matrix.n algorithm requires access to each row of an N x N matrix.
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