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pregal解决单源最短路径问题

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  • 百锦再@新空间 优质创作者: 编程框架技术领域 2024-02-29 22:34
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    求解过程:第一步:节点1:(1, 0, [1, null])节点2:(2, inf, [])节点3:(3, inf, [])节点4:(4, inf, [])节点5:(5, inf, [])节点6:(6, inf, [])节点7:(7, inf, [])节点8:(8, inf, [])节点9:(9, inf, [])节点10:(10, inf, []) 
    第二步:节点1:(1, 0, [1, null])节点2:(2, 4, [1])节点3:(3, 7, [1])节点4:(4, 12, [1])节点5:(5, 19, [1])节点6:(6, 21, [1])节点7:(7, 11, [1])节点8:(8, 14, [1])节点9:(9, 18, [1])节点10:(10, 14, [1])
    第三步:节点1:(1, 0, [1, null])节点2:(2, 4, [1])节点3:(3, 7, [1])节点4:(4, 12, [1])节点5:(5, 15, [1])节点6:(6, 18, [1])节点7:(7, 11, [1])节点8:(8, 14, [1])节点9:(9, 15, [1])节点10:(10, 14, [1])
    第四步:节点1:(1, 0, [1, null])节点2:(2, 4, [1])节点3:(3, 7, [1])节点4:(4, 8, [1])节点5:(5, 11, [1])节点6:(6, 14, [1])节点7:(7, 11, [1])节点8:(8, 14, [1])节点9:(9, 14, [1])节点10:(10, 14, [1])
    最终结果:节点1:(1, 0, [1, null])节点2:(2, 4, [1])节点3:(3, 7, [1])节点4:(4, 8, [1])节点5:(5, 11, [1])节点6:(6, 14, [1])节点7:(7, 11, [1])节点8:(8, 14, [1])节点9:(9, 14, [1])节点10:(10, 14, [1])

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