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An O(nlogn/logw) Time Algorithm for Ridesharing

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In the ridesharing problem different people share private vehicles because they have similar itineraries.The objective of solving the ridesharing problem is to minimize the number of drivers needed to carry all load to the destination.The general case of ridesharing problem is NP-complete.For the special case where the network is a chain and the destination is the leftmost vertex of the chain, we present an O(nlogn/logw) time algorithm for the ridesharing problem, where w is the word length used in the algorithm and is at least logn.Previous achieved algorithm for this case requires O(nlogn) time.
机译:在ridesharing问题中,不同的人共享私人车辆,因为它们具有类似的行程。解决riveShiening问题的目的是最小化将所有负载携带到目的地所需的驱动器数量。对于ridesharing问题的一般情况是np-templication。网络是链条的特殊情况,目的地是链条最左边的顶点,我们呈现了用于乘法问题的O(nlogn / logw)时间算法,其中w是算法中使用的字长,并且至少是Logn.Previous实现了这种情况的算法需要O(nlogn)时间。

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