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To assess the performance of a network system against disturbances, existing methods are usually concerned with two different extreme situations: (i) how likely the system will degrade into some separated sub-graphs because of disturbances; (ii) how likely the 1st best paths will be cut off by disturbances. However, a more general situation, i.e., how likely those paths whose lengths are within a...
This paper is concerned with finding the k shortest routes or paths in a network where each node has some specific time windows only within which is the node accessible. Because of such time windows at nodes, classical methods for the k shortest paths problem (k-SPP) is not applicable to the k shortest paths problem in a time-window network (k-SPPTW). Taking inspiration from the natural ripple-spreading...
It is a challenging task to find the k shortest paths in a time-window network, where a node may have some specific time windows only within which is the node accessible. Existing research assumes that a traveller can pass through an accessible node immediately or wait to pass at start times of future time windows at the node. This paper targets at a more general case where a traveller, once arriving...
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