本文介绍了重新排列图的顶点。它应该像Petersen图一样排序的处理方法,对大家解决问题具有一定的参考价值,需要的朋友们下面随着小编来一起学习吧!

问题描述

我有下面的代码:

  import networkx 

grafoPetersen = {
1 :[2,5,6],
2:[3,1,7],
3:[4,2,8],
4:[5,3,9] ,
5:[1,4,10],
6:[1,8,9],
7:[2,9,10],
8:[ 3,10,6],
9:[4,6,7],
10:[5,7,8]
}

for k in grafoPetersen:
grafoPetersen [k] .append(-1)
grafoPetersen [k] .append(-2)
grafoPetersen [-1] = list(range(1,11))
grafoPetersen [-2] = list(range(1,11))

rutaHamiltoniana = [8,3,4,5,10,7,2,1,6,9];
g = networkx.Graph()
for k,vs in grafoPetersen.items():
for v vs:
如果v在[-1,-2]或k在[-1,-2]中:
继续
如果为abs(rutaHamiltoniana.index(k) - rutaHamiltoniana.index(v))== 1:
g.add_edge(k,v ,color ='red',width = 1.5)
else:
g.add_edge(k,v,color ='black',width = 0.5)

posicion = networkx .circular_layout(g)
edges = g.edges()
colores = [g [u] [v] ['color'] for u,v in edges]
anchuras = [g
networkx.draw(g,posicion,edges = edges,edge_color = colores,width = anchuras,with_labels = True)
[u] [v] ['width'] for u,v in edges]

我得到如下输出:





我的图形是Petersen的图形,我想显示它:



但是我在第一个图像中设置了相同的样式。



我试过它:

  options = {
'with_labels':True,
'node_color':'black',
'node_size':200,
'width':3,
}
networkx.draw_shell(g,nlist = [range(5,10),range(5)],* * options)

如下所示:


I have next code:

import networkx

grafoPetersen = {
    1: [2,5,6], 
    2: [3,1,7], 
    3: [4,2,8], 
    4: [5,3,9], 
    5: [1,4,10],
    6: [1,8,9], 
    7:[2,9,10], 
    8: [3,10,6], 
    9: [4,6,7], 
    10: [5,7,8]
}

for k in grafoPetersen:
    grafoPetersen[k].append(-1)
    grafoPetersen[k].append(-2)
grafoPetersen[-1] = list(range(1,11))
grafoPetersen[-2] = list(range(1,11))

rutaHamiltoniana = [8, 3, 4, 5, 10, 7, 2, 1, 6, 9];
g = networkx.Graph()
for k, vs in grafoPetersen.items():
    for v in vs:
        if v in [-1, -2] or k in [-1, -2]:
            continue
        if abs(rutaHamiltoniana.index(k) - rutaHamiltoniana.index(v)) == 1:
            g.add_edge(k,v, color='red', width=1.5)
        else:
            g.add_edge(k,v, color='black', width=0.5)

posicion = networkx.circular_layout(g)
edges = g.edges()
colores = [g[u][v]['color'] for u,v in edges]
anchuras = [g[u][v]['width'] for u,v in edges]
networkx.draw(g, posicion, edges=edges, edge_color=colores, width=anchuras, with_labels = True)

And I get an output like:

My graph is a Petersen's graph, and I want show it like:

But with same style of I have set in the first pict.

I have tryed it like:

options = {
    'with_labels': True,
    'node_color': 'black',
    'node_size': 200,
    'width': 3,
}
networkx.draw_shell(g, nlist=[range(5,10), range(5)], **options)

as here suggest: How to show a graph like a Petersen's graph but I get several errors.

Any idea how can I parse first pict into second pict maintaning first pict styles?


EDIT 1: Here is full code how I get a path of Petersen's graph and draw it like first pict: Hamiltonian path inside Petersen's graph algorithm

解决方案

The lists within the nlist define groupings of nodes that are going to be placed on concentric circles (shells). The nodes are defined by their ID which we defined in the grafoPetersen: 1, 2, ..., 10

networkx.draw_shell(g, nlist=[range(5,10), range(5)])

This call groups nodes range(5,10)=[5,6,7,8,9] on one concentric circle and range(5)=[0,1,2,3,4] on second concentric circle. There is, however, no node defined in grafoPetersen with ID 0. Furthermore, we have defined a node with ID 10, which is not represented by either of the two ranges.

So in order to fix this, we have to fix the ranges:

networkx.draw_shell(g, nlist=[range(6,11), range(1,6)])

and with all the fancy options:

networkx.draw_shell(g, nlist=[range(6,11), range(1,6)], edge_color=colors, width=widths)

这篇关于重新排列图的顶点。它应该像Petersen图一样排序的文章就介绍到这了,希望我们推荐的答案对大家有所帮助,也希望大家多多支持!

09-17 14:53