This is the implementation of DYN-KPLL algorithm presented in "Top-k Distance Queries on Large Time-Evolving Graphs" submitted at IEEE Access Journal. Given a k-2-Hop Cover index [Akiba et al., AAAI2015] of a graph, the algorithm is able to update the index after incremental graph changes.
The executable takes 4 arguments:
- The input graph, specified by the path to an edge-list format file;
- K, the parameter of the k-Shortest Distances problem;
- A bool value, 0 if the input graph is undirected, 1 if it is directed (warning: the current implementation works only with undirected ones);
- The number of edges to be randomly inserted.