Path planning distributed computation method based on iterative computations in big data environment
A technology of distributed computing and path planning, applied to road network navigators, navigation, instruments, etc., to achieve the effect of speeding up the processing speed
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[0061] Taking Dijkstra's path planning algorithm as an example to illustrate the serial method, this algorithm uses breadth-first search to solve the single-source shortest path problem of weighted directed or undirected graphs, and finally obtains a shortest path tree. The specific method is:
[0062] (1) Initialization: declare an array dist to save the shortest distance from the source point to each vertex, and declare a set T to save the vertices that have found the shortest path. Initially, the path weight of the origin s is assigned 0 (dis[s]=0). If there is a directly reachable edge (s,m) for vertex s, then set dis[m] to w(s,m), and set the path lengths of all other vertices (not directly reachable by s) to infinity, Initially, the set T has only vertex s.
[0063] (2) Select the minimum value from the dis array, then this value is the shortest path from the source point s to the vertex corresponding to this value, and add this point to T, and complete a vertex at thi...
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