我希望有可扩展的图形,能够添加顶点和边缘,并运行dijkstra_shortest_paths
算法。
我无法找到定义图表的正确方法,以便dijkstra_shortest_paths
可以正常工作。
以下是我的尝试。
using Graphs
g1= graph(ExVertex[], ExEdge{ExVertex}[], is_directed=false)
dist_key = "dist"
v1 = add_vertex!(g1, "a")
v2 = add_vertex!(g1, "b")
v3 = add_vertex!(g1, "c")
e12 = add_edge!(g1, v1, v2)
e12.attributes[dist_key]=1.0
e13 = add_edge!(g1, v1, v3)
e13.attributes[dist_key]=1.0
e23 = add_edge!(g1, v2, v3)
e23.attributes[dist_key]=1.0
epi = AttributeEdgePropertyInspector{Float64}(dist_key)
dijkstra_shortest_paths(g1, epi, ["a"])
错误讯息:
dijkstra_shortest_paths has no method matching dijkstra_shortest_paths(::GenericGraph{ExVertex,ExEdge{ExVertex},Array{ExVertex,1},Array{ExEdge{ExVertex},1},Array{Array{ExEdge{ExVertex},1},1}}, ::AttributeEdgePropertyInspector{Float64}, ::Array{ASCIIString,1})
答案 0 :(得分:8)
我认为问题是["a"]
- 您必须“手动”引用实际顶点,即
julia> sp = dijkstra_shortest_paths(g1, epi, [v1])
julia> sp.parents
3-element Array{ExVertex,1}:
vertex [1] "a"
vertex [1] "a"
vertex [1] "a"
julia> sp.dists
3-element Array{Float64,1}:
0.0
1.0
1.0
适合我。