Re: [igraph] Calculating total number of paths between two specific nodes

2018-05-16 Thread Szabolcs Horvát
Your graph is a DAG, so you can use the kth power of the adjacency matrix
to count paths of length k between nodes. Furthermore, since the graph is a
DAG, the adjacency matrix is nilpotent, i.e. some big enough power is zero.

You basically need to compute A + A^2 + A^3 + ..., until the power becomes
zero. This matrix gives you the number of paths between any two points.

On Wed, 16 May 2018 at 23:03, Xu, Yanjie  wrote:

> Dear developers of igraph,
>
>
>
> I am currently using igraph in r to analyse directed acyclic graphs. One
> of my task is calculating number of all possible paths between the “start”
> and “end” nodes. With igraph, I can get a list of all possible paths (e.g.,
> from node 1 to node 81) with the code below:
>
>
>
> >>all_simple_paths(net, 1, 81)
>
>
>
> Then I summarize how many paths (n) we have:
>
>
>
> >>n<-length(all_simple_paths(net, 1, 81))
>
>
>
> This works we my network has around 15 nodes, but we the number of nodes
> increase, it takes days to calculate “n” for a single network. I have
> hundreds of networks waiting for calculation. Do you have an idea whether
> there is a quicker way to get the number of possible paths between two
> specific nodes? Many many thanks!
>
>
>
> Best regards,
>
> Yanjie
>
>
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[igraph] Calculating total number of paths between two specific nodes

2018-05-16 Thread Xu, Yanjie
Dear developers of igraph,

I am currently using igraph in r to analyse directed acyclic graphs. One of my 
task is calculating number of all possible paths between the "start" and "end" 
nodes. With igraph, I can get a list of all possible paths (e.g., from node 1 
to node 81) with the code below:

>>all_simple_paths(net, 1, 81)

Then I summarize how many paths (n) we have:

>>n<-length(all_simple_paths(net, 1, 81))

This works we my network has around 15 nodes, but we the number of nodes 
increase, it takes days to calculate "n" for a single network. I have hundreds 
of networks waiting for calculation. Do you have an idea whether there is a 
quicker way to get the number of possible paths between two specific nodes? 
Many many thanks!

Best regards,
Yanjie

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Re: [igraph] help about extracting the largest connected component

2018-05-16 Thread Ali Ilhan
Dear all,

Sorry for taking your time again, but I solved the issue, I think it is a
version issue, the working code is below:

giant.component <- function(graph) {
cl <- clusters(graph)
induced.subgraph(graph, which(cl$membership == which.max(cl$csize)))}

Thanks again,

ali

On Wed, May 16, 2018 at 2:33 PM, Ali Ilhan  wrote:

> Dear all,
>
> I am pretty new to igraph and R, and having some difficulties (long time
> Stata and SAS user). I have a graph of roughly 32000 vertices, which has a
> largest component of around 6200 connected nodes. All I want to do is to
> extract this as a new igraph object, and calculate some basic network
> metrics such as  density, mean degree centrality etc.
>
> I have tried to various things which have been suggested before in this
> list, such as:
>
> giant.component <- function(graph, ...) {
>   cl <- clusters(graph, ...)
>   subgraph(graph, which(cl$membership == which.max(cl$csize)-1)-1)
> }
>
> tail.component <- function(graph, ...) {
>   cl <- clusters(graph, ...)
>   subgraph(graph, which(cl$membership != which.max(cl$csize)-1)-1)
> }
> But could not get the code to work. I have been mainly playing with 
> induce.subgraph and decompose.
>
>
> Any help is greatly appreciated.
>
>
> Warm wishes,
>
> ali
>
>
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[igraph] igraph for python 3.6

2018-05-16 Thread m-prius
When can we expect an upgrade to python 3.6?
Thx.

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[igraph] help about extracting the largest connected component

2018-05-16 Thread Ali Ilhan
Dear all,

I am pretty new to igraph and R, and having some difficulties (long time
Stata and SAS user). I have a graph of roughly 32000 vertices, which has a
largest component of around 6200 connected nodes. All I want to do is to
extract this as a new igraph object, and calculate some basic network
metrics such as  density, mean degree centrality etc.

I have tried to various things which have been suggested before in this
list, such as:

giant.component <- function(graph, ...) {
  cl <- clusters(graph, ...)
  subgraph(graph, which(cl$membership == which.max(cl$csize)-1)-1)
}

tail.component <- function(graph, ...) {
  cl <- clusters(graph, ...)
  subgraph(graph, which(cl$membership != which.max(cl$csize)-1)-1)
}
But could not get the code to work. I have been mainly playing with
induce.subgraph and decompose.


Any help is greatly appreciated.


Warm wishes,

ali
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