Hi

Is the question below out of that the vertice id has been changed in 
induced.subgraph()?
If I want to generate a subgraph which contains all the vertices and just 
delete the edges to make the vertices, which were meant to be delete, to be 
isolate?

best
Xueming




[email protected]

发件人: [email protected]
发送时间: 2014-03-21 22:00
收件人: igraph-help
主题: Question about the functions induced.subgraph() and clusters()

Hi!

It is known to us that the maximal weakly connected component of a connected 
nework is itself. Just like the code below shows that the elements of Siz_wcc 
never change.

        ga <- erdos.renyi.game(1000, 1500, type = "gnm", directed=TRUE);
        Siz_wcc <- rep(0,10)  
         for(i in 1:10)
         {
             wcca <- clusters(ga, mode="weak")
             largest_wcc_va <- which(wcca$membership == which.max(wcca$csize))
             Siz_wcc[i] <- length(largest_wcc_va)      
             ga <- induced.subgraph(ga, largest_wcc_va, impl="copy_and_delete")
         }
>  Siz_wcc
[1] 936 936 936 936 936 936 936 936 936 936

Given two networks ga and gb, if network ga is exactly the same with network 
gb, then the elements in Siz_wcca and Siz_wccb are also expected to be 
invariant. But Siz_wcca and Siz_wccb decrease to 1 in the end. How could this 
happen? 

         gb <- erdos.renyi.game(1000, 1500, type = "gnm", directed=TRUE);
         ga <- gb           
         Siz_wcca <- rep(0,10)  
         Siz_wccb <- rep(0,10)  
         for(i in 1:10)
         {
 
             wcca <- clusters(ga, mode="weak")
             largest_wcc_va <- which(wcca$membership == which.max(wcca$csize))
             Siz_wcca[i] <- length(largest_wcc_va)      
             gb <- induced.subgraph(gb, largest_wcc_va, impl="copy_and_delete") 

             wccb <- clusters(gb, mode="weak")
             largest_wcc_vb <- which(wccb$membership == which.max(wccb$csize))
             Siz_wccb[i] <- length(largest_wcc_vb) 
             ga <- induced.subgraph(ga, largest_wcc_vb, impl="copy_and_delete")
          }
> Siz_wcca
[1] 933 854 756 615 331   3   1   1   1   1
> Siz_wccb
[1] 933 845 722 521  46   1   1   1   1   1

best
Xueming




[email protected]
_______________________________________________
igraph-help mailing list
[email protected]
https://lists.nongnu.org/mailman/listinfo/igraph-help

Reply via email to