Hi, I'm wondering what the best approach would be for calculating shortest distances from a point on an edge in between that edge's start and end vertex. The way I see it, there's two options: a) "split" the edge at the wanted location: so basically adding two new (shorter) edges; the original edge can be removed, but I guess leaving it in wouldn't change results b) - calculate Dijkstra from the start vertex and for each reachable node add the fixed cost for reaching the start vertex - same for end vertex - combine these two distance maps to get the minimum distance for each reachable node Apart from the feasibility, I can foresee problems along the road (no pun intended): a) I have a multi-threaded setup, and modifying the network from a single thread could cause all kinds of weird concurrency issues ? b) extra calculation costs: extra Dijkstra + combining the two distance maps (is there a fast approach for this ?) Any tips here, anyone who was faced with the same issue ? Thx !