library(tidyverse)
library(igraph)                    # This is the package to analyze the network
library(visNetwork)                # Creates visualizations of the network
library(DT)
library(plotly)

Network analysis

Network analysis is the analysis of groups of individuals and the links between them. The links might be relationships, communication lines, spread of a contagious disease, followers on social networks, etc.

Network analysis data are often set up in two datasets: One for the individuals or nodes in the network, and one for the links or connections between them.

There are two data files for this introductory exercise, one called terrorist_nodes.csv and the other called terrorist_links.csv. The data come from this Datacamp lesson on network analysis: https://www.datacamp.com/courses/network-science-in-r-a-tidy-approach

A synonym for nodes is vertices. Synonyms for links are edges and connections.

Read in the data:

terrorist_nodes <- read_csv("terrorist_nodes.csv")
Parsed with column specification:
cols(
  id = col_double(),
  name = col_character()
)
terrorist_links <- read_csv("terrorist_links.csv")
Parsed with column specification:
cols(
  from = col_double(),
  to = col_double()
)

Look at the nodes data with datatable().

terrorist_nodes %>% 
  datatable(rownames = F)

Do the same for the links data below:

terrorist_links %>% 
  datatable(rownames = F)

Let’s create a quick network diagram with visNetwork(). Put the nodes and then the links into the parenteses, separated by a comma. We’ll adjust it and make it look better later.

visNetwork(terrorist_nodes, terrorist_links)

In order to get statistics on the network, we put it into a format for the package igraph using graph_from_data_frame(). The most important part of the network is the list of links, so our terrorist_links goes first. Next, another name for ‘nodes’ is ‘vertices’, so we set vertices = terrorist_nodes. Finally, this is not a directed network - all the relationships here are considered to be two-way - so we set directed = F.

terrorist_network <- graph_from_data_frame(terrorist_links, 
                                           vertices = terrorist_nodes, 
                                           directed = F)

We can display the network, but in itself it doesn’t tell us much.

terrorist_network
IGRAPH cde917f UN-- 64 243 -- 
+ attr: name (v/c)
+ edges from cde917f (vertex names):
 [1] Jamal Zougam--Mohamed Bekkali       Jamal Zougam--Mohamed Chaoui        Jamal Zougam--Vinay Kholy          
 [4] Jamal Zougam--Suresh Kumar          Jamal Zougam--Mohamed Chedadi       Jamal Zougam--Imad Eddin Barakat   
 [7] Jamal Zougam--Abdelaziz Benyaich    Jamal Zougam--Abu Abderrahame       Jamal Zougam--Amer Azizi           
[10] Jamal Zougam--Abu Musad Alsakaoui   Jamal Zougam--Mohamed Atta          Jamal Zougam--Ramzi Binalshibh     
[13] Jamal Zougam--Mohamed Belfatmi      Jamal Zougam--Said Bahaji           Jamal Zougam--Galeb Kalaje         
[16] Jamal Zougam--Abderrahim Zbakh      Jamal Zougam--Naima Oulad Akcha     Jamal Zougam--Abdelkarim el Mejjati
[19] Jamal Zougam--Basel Ghayoun         Jamal Zougam--S B Abdelmajid Fakhet Jamal Zougam--Jamal Ahmidan        
[22] Jamal Zougam--Hamid Ahmidan         Jamal Zougam--Abdeluahid Berrak     Jamal Zougam--Said Berrak          
+ ... omitted several edges

Properties of the network

Now that we have the network, we can use igraph to pull different types of information out of it.

To start, we can count the number of nodes in the network. igraph calls them vertices, so we count vertices by piping terrorist_network into vcount().

terrorist_network %>% 
  vcount()
[1] 64

That number should match the number of terrorists in terrorist_nodes.

Because links (or ties or connections) are called edges in igraph, count them by piping the network into ecount(). Do that below:

terrorist_network %>% 
  ecount()
[1] 243

That number should match the number of rows in our terrorist_links list.

Density is the number of connections divided by the number of potential connections.

For example, among 4 people, there are 6 potential friendships (1-2, 1-3, 1-4, 2-3, 2-4, and 3-4). But not all pairs will actually be friends. If there are 4 friendships among those 4 people, that is a network density of 4/6, or .67. A high network density indicates a close-knit group of people.

To calculate the number of potential links, use n(n-1)/2. So for 4 people, there are 4(3)/2 = 6. For 64 terrorists, there are 64(63)/2 = 2016 potential links. We know there are 243 links, so the density is 243/2016 = .12.

You can get density directly without doing the math by piping the network into edge_density(). Do that below:

terrorist_network %>% 
  edge_density()
[1] 0.1205357

Distances are the shortest paths between nodes. Even if two nodes are not directly connected, you can hop from one link to another to get there. Looking at the diagram, there are clearly lots of nodes that are just one or two hops apart, but some appear to be 5 or more apart.

terrorist_network %>% 
  distances() %>% 
  datatable()

One oddity to note about the matrix is that it counts connections both ways: A connection from terrorist 1 to terrorist 2 is one connection, and that same connection from terrorist 2 to terrorist 1 is counted again. That makes sense in a directed network, but not really in an undirected network. So there might be twice as many connections as you are expecting.

To graph the connections we need to convert the matrix format into a dataframe that plotly can understand. The following will create a histogram of the distances of each possible pair of nodes:

terrorist_network %>% 
  distances() %>% 
  as.vector() %>%              # these two lines convert the distances matrix
  as_tibble() %>%              # to something plotly can graph
  plot_ly(x = ~value) %>% 
  add_histogram()

We can see that most terrorists are connected by 2 or 3 hops, but some are connected by 1 and some by 6. There are 64 at 0: This is just the number of terrorists total, which are counted as connecting to themselves with 0 steps.

We can boil all that down to one number with mean_distance(). Pipe the network into that function below:

terrorist_network %>% 
  mean_distance()
[1] 2.690972

The number you get should be near the middle of the histogram above.

The diameter of a network is the longest of the above distances.

Pipe the network into get_diameter() to get the specific path and nodes that contains the diameter.

terrorist_network %>% 
  get_diameter()
+ 7/64 vertices, named, from cde917f:
[1] Anwar Adnan Ahmad     Abdelkarim el Mejjati Jamal Zougam          Naima Oulad Akcha     Rafa Zuher           
[6] José Emilio Suárez    Antonio Toro         

It looks like there are 7 terrorists there.

If you don’t care so much about who the specific nodes are in the diameter, you can just get the length of the diameter by piping the network into get_diameter, and then piping that into another line with length().

terrorist_network %>% 
  get_diameter() %>% 
  length()
[1] 7

Visualizing networks

Let’s go back to visNetwork and the diagram.

First, I recommend always using a layout. You can set visNetwork layouts with visIgraphLayout(). Here’s one example:

visNetwork(terrorist_nodes, terrorist_links) %>% 
  visIgraphLayout(layout = "layout_in_circle")

Create two more graphs below, one with “layout_on_sphere” and another with “layout_on_grid”.

visNetwork(terrorist_nodes, terrorist_links) %>% 
  visIgraphLayout(layout = "layout_on_sphere")
visNetwork(terrorist_nodes, terrorist_links) %>% 
  visIgraphLayout(layout = "layout_on_grid")

But let’s stick with a standard one: layout_nicely. It uses an algorithm that generates a nice readable layout.

visNetwork(terrorist_nodes, terrorist_links) %>% 
  visIgraphLayout(layout = "layout_nicely")

NA

To see the names of the terrorists in the diagram, add a ‘label’ column to terrorist_nodes. It’s just the same as the name column, but it has to be titled ‘label’ so it shows up in the diagram.

terrorist_nodes <- terrorist_nodes %>% 
  mutate(label = name)

terrorist_nodes %>% 
  datatable()

It seems redundant to have two columns with the same information, but we do that so we can see the names in the graph.

visNetwork(terrorist_nodes, terrorist_links) %>% 
  visIgraphLayout(layout = "layout_nicely")

Now we can see the names of the terrorists. You’ll probably need to zoom in to see them.

You can also add a column in nodes called ‘title’, which will appear when you hover over the node. We can just mutate yet another column with the names of the terrorists, this time called ‘title’. Do that below, piping terrorist_nodes into mutate(title = name).

terrorist_nodes <- terrorist_nodes %>% 
  mutate(title = name)

terrorist_nodes
NA

After creating the title column, go back up to the diagram and run it again. If you hover over a node, the name should pop up for you.

Add a pipe and a new line with visOptions(highlightNearest = T) to the chunk below. Now when you click on one terrorist, that terrorist and their contacts will be highlighted.

visNetwork(terrorist_nodes, terrorist_links) %>% 
  visIgraphLayout(layout = "layout_nicely") %>% 
  visOptions(highlightNearest = T)

NA

Add nodeIdSelection = T inside the parentheses of visOptions. You should get a drop-down menu with each terrorist.

visNetwork(terrorist_nodes, terrorist_links) %>% 
  visIgraphLayout(layout = "layout_nicely") %>% 
  visOptions(highlightNearest = T, nodesIdSelection = T)

NA

Finally, using main = "" in the visNetwork() call adds a title:

visNetwork(terrorist_nodes, 
           terrorist_links, 
           main = "Network of Terrorists involved in the 2004 Madrid Bombing") %>% 
  visIgraphLayout(layout = "layout_nicely") %>% 
  visOptions(highlightNearest = T, nodesIdSelection = T)

NA

More network properties

The number of links each person has is called degree, and can be found by piping terrorist_network into degree(). Do that below:

terrorist_network %>% 
  degree()
           Jamal Zougam         Mohamed Bekkali          Mohamed Chaoui             Vinay Kholy 
                     29                       2                      27                      10 
           Suresh Kumar         Mohamed Chedadi      Imad Eddin Barakat      Abdelaziz Benyaich 
                     10                       7                      22                       6 
        Abu Abderrahame           Omar Dhegayes              Amer Azizi     Abu Musad Alsakaoui 
                      4                       2                      18                      10 
           Mohamed Atta        Ramzi Binalshibh        Mohamed Belfatmi             Said Bahaji 
                     10                      10                      11                      11 
           Galeb Kalaje        Abderrahim Zbakh         Farid Oulad Ali      José Emilio Suárez 
                     16                      15                       6                       8 
     Khalid Ouled Akcha              Rafa Zuher       Naima Oulad Akcha   Abdelkarim el Mejjati 
                      5                       3                      16                       8 
      Anwar Adnan Ahmad           Basel Ghayoun   S B Abdelmajid Fakhet           Jamal Ahmidan 
                      4                      11                      12                      14 
           Said Ahmidan           Hamid Ahmidan         Mustafa Ahmidan            Antonio Toro 
                      3                      12                       5                       5 
    Mohamed Oulad Akcha      Rachid Oulad Akcha       Mamoun Darkazanli Fouad El Morabit Anghar 
                      5                       5                       4                       2 
      Abdeluahid Berrak             Said Berrak Waanid Altaraki Almasri        Abddenabi Koujma 
                     11                      17                       1                       1 
         Otman El Gnaut      Abdelilah el Fouad    Parlindumgan Siregar                El Hemir 
                     10                       1                       1                       4 
      Anuar Asri Rifaat             Rachid Adli      Ghasoub Al Albrash            Said Chedadi 
                      1                       1                       1                       2 
        Mohamed Bahaiah           Taysir Alouny   OM. Othman Abu Qutada                  Shakur 
                      4                       6                       8                      10 
           Driss Chebli             Abdul Fatal      Mohamed El Egipcio       Nasredine Boushoa 
                      2                       2                      13                       1 
        Semaan Gaby Eid            Emilio Llamo           Ivan Granados     Raul Gonzales Perez 
                     11                       6                       6                       6 
           El Gitanillo         Moutaz Almallah        Mohamed Almallah          Yousef Hichman 
                      6                       2                       2                       2 

This is an important enough measure that we might create a new variable out of it and include it in the data. The following uses mutate() to create a new variable called degree, and then shows it in a table, arranged with the highest degree at the top.

terrorist_nodes <- terrorist_nodes %>%
  mutate(degree = degree(terrorist_network))


terrorist_nodes %>% 
  arrange(-degree) %>% 
  datatable()

This shows how many connections each terrorist has. Jamal Zougam was one of the first to be arrested after the bombing. He owned a mobile phone shop, which probably has something to do with the number of connections he had to the other terrorists.

We can see the distribution of the degrees with a histogram. The chunk below creates a histogram with plotly. Add nbinsx = inside of add_histogram() to show more bars than he default shows.

terrorist_nodes %>% 
  plot_ly(x = ~degree) %>% 
  add_histogram()

NA

You can see that there are many terrorists with 10 or fewer connections, and just a few terrorists with more than 20 connections.

If the node data has a column called ‘value’, the size of the nodes will be adjusted by that variable.

The following mutates a new column called value, and sets value = degree.

terrorist_nodes <- terrorist_nodes %>% 
  mutate(value = degree)

visNetwork(terrorist_nodes, 
           terrorist_links, 
           main = "Network of Terrorists involved in the 2004 Madrid Bombing") %>% 
  visIgraphLayout(layout = "layout_nicely") %>% 
  visOptions(highlightNearest = T, nodesIdSelection = T)

NA

Another measure is closeness. Like degree, it’s a measure of the importance or centrality of an individual. It is a measure of how many paths each other node would have to take to get to that node. The higher the closeness, the easier to get to that node. There’s a more precise mathematical definition, but that’s the idea.

Use closeness() to display the closeness of each terrorist in the network. Pipe terrorist_network into closeness().

terrorist_network %>% 
  closeness()
           Jamal Zougam         Mohamed Bekkali          Mohamed Chaoui             Vinay Kholy 
            0.009259259             0.005917160             0.009090909             0.007142857 
           Suresh Kumar         Mohamed Chedadi      Imad Eddin Barakat      Abdelaziz Benyaich 
            0.007142857             0.006896552             0.007936508             0.006329114 
        Abu Abderrahame           Omar Dhegayes              Amer Azizi     Abu Musad Alsakaoui 
            0.006172840             0.005405405             0.007518797             0.006493506 
           Mohamed Atta        Ramzi Binalshibh        Mohamed Belfatmi             Said Bahaji 
            0.006493506             0.006493506             0.006535948             0.006535948 
           Galeb Kalaje        Abderrahim Zbakh         Farid Oulad Ali      José Emilio Suárez 
            0.007407407             0.007518797             0.005847953             0.005128205 
     Khalid Ouled Akcha              Rafa Zuher       Naima Oulad Akcha   Abdelkarim el Mejjati 
            0.005952381             0.005813953             0.007633588             0.006369427 
      Anwar Adnan Ahmad           Basel Ghayoun   S B Abdelmajid Fakhet           Jamal Ahmidan 
            0.004716981             0.007352941             0.007518797             0.007874016 
           Said Ahmidan           Hamid Ahmidan         Mustafa Ahmidan            Antonio Toro 
            0.005376344             0.007299270             0.005747126             0.003952569 
    Mohamed Oulad Akcha      Rachid Oulad Akcha       Mamoun Darkazanli Fouad El Morabit Anghar 
            0.005649718             0.005649718             0.004716981             0.005291005 
      Abdeluahid Berrak             Said Berrak Waanid Altaraki Almasri        Abddenabi Koujma 
            0.007751938             0.008064516             0.005181347             0.005128205 
         Otman El Gnaut      Abdelilah el Fouad    Parlindumgan Siregar                El Hemir 
            0.007092199             0.004807692             0.005128205             0.006289308 
      Anuar Asri Rifaat             Rachid Adli      Ghasoub Al Albrash            Said Chedadi 
            0.005128205             0.003891051             0.005319149             0.005405405 
        Mohamed Bahaiah           Taysir Alouny   OM. Othman Abu Qutada                  Shakur 
            0.004716981             0.005649718             0.006802721             0.006493506 
           Driss Chebli             Abdul Fatal      Mohamed El Egipcio       Nasredine Boushoa 
            0.005347594             0.004854369             0.007194245             0.005291005 
        Semaan Gaby Eid            Emilio Llamo           Ivan Granados     Raul Gonzales Perez 
            0.006849315             0.005000000             0.005000000             0.005000000 
           El Gitanillo         Moutaz Almallah        Mohamed Almallah          Yousef Hichman 
            0.005000000             0.005000000             0.005000000             0.004878049 

The following create a new closeness column in the terrorist_nodes data, and also creates a new ‘value’ column set to closeness.

terrorist_nodes <- terrorist_nodes %>% 
  mutate(closeness = closeness(terrorist_network)) %>% 
  mutate(value = closeness)

terrorist_nodes %>% 
  arrange(-closeness) %>% 
  datatable()

Closeness and degree are both measures of the centrality of each terrorist in the network. They’re pretty highly correlated - terrorists with high degree also have high closeness - but they’re not exactly the same.

Generate the visNetwork again. Now, since value has the closeness numbers, the sizes of the nodes will be based on that instead of degree.

visNetwork(terrorist_nodes, 
           terrorist_links, 
           main = "Network of Terrorists involved in the 2004 Madrid Bombing") %>% 
  visIgraphLayout(layout = "layout_nicely") %>% 
  visOptions(highlightNearest = T, nodesIdSelection = T)

Betweenness in network analysis is a measure of the number of shortest paths that use a particular link. Each link has betweenness. Degree and closeness apply to nodes, betweenness applies to links.

For example, in a city, there are some streets that are very commonly used because they are between important areas. Many people drive on Main St. in the Heights because it’s one of just a few commonly-used roads between the Heights and the rest of Billings. We could say Main St. has high betweenness.

Terrorists that are go-betweens for many other terrorists will have high betweenness, and are very important because, if those links can be disrupted, it will have a damaging effect on the communication in the network as a whole.

People who study internet connections are interested in betweenness. If a cable that carries a lot of internet traffic - say, between the US and Europe - is disrupted, it could cause internet outages across the world.

Pipe the terrorist_network into edge_betweenness() below:

terrorist_network %>% 
  edge_betweenness()
  [1]  33.000000   1.500000  14.316667  14.316667  43.252814  25.934554  27.115222  28.900000  17.149206  19.358553
 [11]  19.358553  19.358553  23.698113  35.906172  14.980952  51.638889  78.582791 100.883211  12.073810   8.202381
 [21]  73.011242  29.951834  38.620519   5.700000  10.552381  33.461172  12.492532  19.358553  35.029004  30.000000
 [31]  12.450000  12.450000  24.182173  24.431888  25.900000  16.446825  17.525219  17.525219  17.525219  21.514780
 [41]  32.346648  14.638095  47.888889  71.925281  90.533211  10.907143   7.101190  65.478458  26.154215  36.752021
 [51]   5.200000  10.552381  11.568290  17.525219  34.654004   1.000000   4.866667   7.166667   1.916667   2.500000
 [61]  11.500000   2.333333   4.950000   4.866667   7.166667   1.916667   2.500000  11.500000   2.333333   4.950000
 [71]  23.851984  30.992136  24.883658  28.388492  10.263528  23.907359  13.882011  50.904212  11.666667   9.288743
 [81]   9.288743   9.288743   8.788743  13.483981  12.126190  27.283364  80.734369  25.265507  10.319048  13.485165
 [91]  63.000000  89.612149   8.865909   9.288743  48.837546  32.805195   2.866667  12.095788   7.866667   5.333333
[101]   5.455409   5.455409   5.455409   6.455409  10.367314   4.792857  14.131349  36.244605  12.146825   4.769048
[111]  63.000000   8.235165   4.365909   5.455409  14.733766   1.000000   1.000000   1.500000   2.000000   4.872076
[121]   1.000000   1.000000   1.500000   2.000000   4.872076   1.000000   1.500000   2.000000   4.872076   1.000000
[131]   2.833333   5.872076   1.500000  14.162454   9.333981   2.000000  53.771429  27.341763  11.171429   3.259524
[141]  39.878355   3.832576   4.872076  13.575433  15.535714   7.666667  10.767857  39.921429  10.554762  26.594444
[151]  26.594444  17.888889  63.000000  63.000000  10.033333  15.250866  31.550000   4.795635   4.795635  49.982026
[161]  19.343716  63.000000  97.095023   4.166667   4.166667   4.166667   4.166667  43.438095  10.692063  10.692063
[171]  43.912698  76.664493  11.427381  15.266667  21.483333  12.074242  23.417857  23.417857  25.383369  63.000000
[181]  46.884656  46.884656  46.884656  12.295788   1.000000   1.000000  14.115344   2.853571  14.196429   4.113095
[191]   3.478571  20.840476  15.925214   5.258547   2.567857  31.000000   6.121212  31.616001  18.879759  63.000000
[201] 152.151075  25.125000   6.875000  34.737213   9.725214  23.009521  17.245310  10.914071  10.914071  10.914071
[211]  10.914071   1.000000   1.000000  14.115344  40.366342   9.882323  11.342857  12.449675  43.085381 276.127575
[221]   6.352381   7.368290  18.911147   2.056818   5.590909  63.000000   7.818498  14.115344  11.728571  62.000000
[231]  62.000000  64.747404  64.747404  64.747404  64.747404  45.754690   1.000000   1.000000   1.000000   1.000000
[241]   1.000000   1.000000   1.000000

This shows each network connection, and how valuable and commonly used it is in the network.

Create a new code chunk below that adds a new betweenness columns to the terrorist_links data. Also add a column called value so thatvisNetwork adjusts the size of each line based on value. Model your commands below after the closeness chunk above. Make sure you modify terrorist_links rather than terrorist_nodes. Also, create the table with descending values of betweenness.

terrorist_links <- terrorist_links %>% 
  mutate(betweenness = edge_betweenness(terrorist_network)) %>% 
  mutate(value = betweenness)

terrorist_links

Now look what happens to the lines when we create the network again with visNetwork:

visNetwork(terrorist_nodes, 
           terrorist_links, 
           main = "Network of Terrorists involved in the 2004 Madrid Bombing") %>% 
  visIgraphLayout(layout = "layout_nicely") %>% 
  visOptions(highlightNearest = T, nodesIdSelection = T)

There should be one particularly thick line apparent in the network diagram. Who are the terrorists that form this important link?

Communities

Network analysis can identify groups of individuals that have many connections between them. This is called community detection.

One method is called infomap, and uses the infomap.community() function. Pipe the network into it below:

terrorist_network %>% 
  infomap.community()
IGRAPH clustering infomap, groups: 6, mod: 0.44
+ groups:
  $`1`
   [1] "Jamal Zougam"            "Mohamed Bekkali"         "Mohamed Chaoui"          "Mohamed Chedadi"        
   [5] "Imad Eddin Barakat"      "Abdelaziz Benyaich"      "Abu Abderrahame"         "Omar Dhegayes"          
   [9] "Amer Azizi"              "Abu Musad Alsakaoui"     "Mohamed Atta"            "Ramzi Binalshibh"       
  [13] "Mohamed Belfatmi"        "Said Bahaji"             "Galeb Kalaje"            "Fouad El Morabit Anghar"
  [17] "Abdeluahid Berrak"       "Otman El Gnaut"          "Parlindumgan Siregar"    "El Hemir"               
  [21] "Ghasoub Al Albrash"      "Said Chedadi"            "OM. Othman Abu Qutada"   "Shakur"                 
  [25] "Driss Chebli"            "Mohamed El Egipcio"     
  
  $`2`
  + ... omitted several groups/vertices

To display the group that each terrorist belongs to, further pipe the above into membership().

terrorist_network %>% 
  infomap.community() %>% 
  membership()
           Jamal Zougam         Mohamed Bekkali          Mohamed Chaoui             Vinay Kholy 
                      1                       1                       1                       2 
           Suresh Kumar         Mohamed Chedadi      Imad Eddin Barakat      Abdelaziz Benyaich 
                      2                       1                       1                       1 
        Abu Abderrahame           Omar Dhegayes              Amer Azizi     Abu Musad Alsakaoui 
                      1                       1                       1                       1 
           Mohamed Atta        Ramzi Binalshibh        Mohamed Belfatmi             Said Bahaji 
                      1                       1                       1                       1 
           Galeb Kalaje        Abderrahim Zbakh         Farid Oulad Ali      José Emilio Suárez 
                      1                       2                       4                       3 
     Khalid Ouled Akcha              Rafa Zuher       Naima Oulad Akcha   Abdelkarim el Mejjati 
                      4                       4                       4                       5 
      Anwar Adnan Ahmad           Basel Ghayoun   S B Abdelmajid Fakhet           Jamal Ahmidan 
                      5                       2                       2                       2 
           Said Ahmidan           Hamid Ahmidan         Mustafa Ahmidan            Antonio Toro 
                      2                       2                       2                       3 
    Mohamed Oulad Akcha      Rachid Oulad Akcha       Mamoun Darkazanli Fouad El Morabit Anghar 
                      4                       4                       5                       1 
      Abdeluahid Berrak             Said Berrak Waanid Altaraki Almasri        Abddenabi Koujma 
                      1                       2                       4                       2 
         Otman El Gnaut      Abdelilah el Fouad    Parlindumgan Siregar                El Hemir 
                      1                       3                       1                       1 
      Anuar Asri Rifaat             Rachid Adli      Ghasoub Al Albrash            Said Chedadi 
                      2                       3                       1                       1 
        Mohamed Bahaiah           Taysir Alouny   OM. Othman Abu Qutada                  Shakur 
                      5                       5                       1                       1 
           Driss Chebli             Abdul Fatal      Mohamed El Egipcio       Nasredine Boushoa 
                      1                       5                       1                       2 
        Semaan Gaby Eid            Emilio Llamo           Ivan Granados     Raul Gonzales Perez 
                      3                       3                       3                       3 
           El Gitanillo         Moutaz Almallah        Mohamed Almallah          Yousef Hichman 
                      3                       6                       6                       3 

We can also mutate a new variable with each terrorists’ group:

terrorist_nodes <- terrorist_nodes %>% 
  mutate(group = membership(infomap.community(terrorist_network)))

terrorist_nodes %>% 
  datatable()

NA

Now when we create the graph again, the nodes will automatically be colored by group membership.

visNetwork(terrorist_nodes, 
           terrorist_links, 
           main = "Network of Terrorists involved in the 2004 Madrid Bombing") %>% 
  visIgraphLayout(layout = "layout_nicely") %>% 
  visOptions(highlightNearest = T, nodesIdSelection = T)

NA

Finally, inside visOptions() add selectedBy = “group”. That will allow you to select entire groups with the drop-down menu.

visNetwork(terrorist_nodes, 
           terrorist_links, 
           main = "Network of Terrorists involved in the 2004 Madrid Bombing") %>% 
  visIgraphLayout(layout = "layout_nicely") %>% 
  visOptions(highlightNearest = T, nodesIdSelection = T, selectedBy = "group")

NA
---
title: "Introduction to Network Analysis"
output: html_notebook
---

```{r}
library(tidyverse)
library(igraph)                    # This is the package to analyze the network
library(visNetwork)                # Creates visualizations of the network
library(DT)
library(plotly)
```

## Network analysis

Network analysis is the analysis of groups of individuals and the links between them. The links might be relationships, communication lines, spread of a contagious disease, followers on social networks, etc.

Network analysis data are often set up in two datasets: One for the individuals or nodes in the network, and one for the links or connections between them.

There are two data files for this introductory exercise, one called terrorist_nodes.csv and the other called terrorist_links.csv. The data come from this Datacamp lesson on network analysis: https://www.datacamp.com/courses/network-science-in-r-a-tidy-approach

A synonym for nodes is vertices. Synonyms for links are edges and connections.

Read in the data:

```{r}
terrorist_nodes <- read_csv("terrorist_nodes.csv")
terrorist_links <- read_csv("terrorist_links.csv")
```

Look at the nodes data with datatable().

```{r}
terrorist_nodes %>% 
  datatable(rownames = F)
```


Do the same for the links data below:

```{r}
terrorist_links %>% 
  datatable(rownames = F)
```



Let's create a quick network diagram with visNetwork(). Put the nodes and then the links into the parenteses, separated by a comma. We'll adjust it and make it look better later.

```{r}
visNetwork(terrorist_nodes, terrorist_links)
```

In order to get statistics on the network, we put it into a format for the package igraph using graph_from_data_frame(). The most important part of the network is the list of links, so our terrorist_links goes first. Next, another name for 'nodes' is 'vertices', so we set vertices = terrorist_nodes. Finally, this is not a directed network - all the relationships here are considered to be two-way - so we set directed = F. 


```{r}
terrorist_network <- graph_from_data_frame(terrorist_links, 
                                           vertices = terrorist_nodes, 
                                           directed = F)

```


We can display the network, but in itself it doesn't tell us much. 

```{r}
terrorist_network
```


### Properties of the network

Now that we have the network, we can use igraph to pull different types of information out of it.

To start, we can count the number of nodes in the network. igraph calls them vertices, so we count vertices by piping terrorist_network into vcount().

```{r}
terrorist_network %>% 
  vcount()
```

That number should match the number of terrorists in terrorist_nodes.


Because links (or ties or connections) are called edges in igraph, count them by piping the network into ecount(). Do that below:

```{r}
terrorist_network %>% 
  ecount()

```

That number should match the number of rows in our terrorist_links list.






*Density* is the number of connections divided by the number of potential connections. 

For example, among 4 people, there are 6 potential friendships (1-2, 1-3, 1-4, 2-3, 2-4, and 3-4). But not all pairs will actually be friends. If there are 4 friendships among those 4 people, that is a network density of 4/6, or .67. A high network density indicates a close-knit group of people.

To calculate the number of potential links, use n(n-1)/2. So for 4 people, there are 4(3)/2 = 6. For 64 terrorists, there are 64(63)/2 = 2016 potential links. We know there are 243 links, so the density is 243/2016 = .12.

You can get density directly without doing the math by piping the network into edge_density(). Do that below:

```{r}
terrorist_network %>% 
  edge_density()
```



*Distances* are the shortest paths between nodes. Even if two nodes are not directly connected, you can hop from one link to another to get there. Looking at the diagram, there are clearly lots of nodes that are just one or two hops apart, but some appear to be 5 or more apart.

```{r}
terrorist_network %>% 
  distances() %>% 
  datatable()
```


One oddity to note about the matrix is that it counts connections both ways: A connection from terrorist 1 to terrorist 2 is one connection, and that same connection from terrorist 2 to terrorist 1 is counted again. That makes sense in a directed network, but not really in an undirected network. So there might be twice as many connections as you are expecting.  


To graph the connections we need to convert the matrix format into a dataframe that plotly can understand. The following will create a histogram of the distances of each possible pair of nodes:

```{r}
terrorist_network %>% 
  distances() %>% 
  as.vector() %>%              # these two lines convert the distances matrix
  as_tibble() %>%              # to something plotly can graph
  plot_ly(x = ~value) %>% 
  add_histogram()
```

We can see that most terrorists are connected by 2 or 3 hops, but some are connected by 1 and some by 6. There are 64 at 0: This is just the number of terrorists total, which are counted as connecting to themselves with 0 steps.


We can boil all that down to one number with mean_distance(). Pipe the network into that function below:

```{r}
terrorist_network %>% 
  mean_distance()

```


The number you get should be near the middle of the histogram above.



The *diameter* of a network is the longest of the above distances. 

Pipe the network into get_diameter() to get the specific path and nodes that contains the diameter.

```{r}
terrorist_network %>% 
  get_diameter()

```

It looks like there are 7 terrorists there.

If you don't care so much about who the specific nodes are in the diameter, you can just get the length of the diameter by piping the network into get_diameter, and then piping that into another line with length().

```{r}
terrorist_network %>% 
  get_diameter() %>% 
  length()
```


## Visualizing networks

Let's go back to visNetwork and the diagram.

First, I recommend always using a layout. You can set visNetwork layouts with visIgraphLayout(). Here's one example:

```{r}
visNetwork(terrorist_nodes, terrorist_links) %>% 
  visIgraphLayout(layout = "layout_in_circle")
```



Create two more graphs below, one with "layout_on_sphere" and another with "layout_on_grid".

```{r}
visNetwork(terrorist_nodes, terrorist_links) %>% 
  visIgraphLayout(layout = "layout_on_sphere")
```
```{r}
visNetwork(terrorist_nodes, terrorist_links) %>% 
  visIgraphLayout(layout = "layout_on_grid")
```




But let's stick with a standard one: layout_nicely. It uses an algorithm that generates a nice readable layout.

```{r}
visNetwork(terrorist_nodes, terrorist_links) %>% 
  visIgraphLayout(layout = "layout_nicely")

```

To see the names of the terrorists in the diagram, add a 'label' column to terrorist_nodes. It's just the same as the name column, but it has to be titled 'label' so it shows up in the diagram.

```{r}
terrorist_nodes <- terrorist_nodes %>% 
  mutate(label = name)

terrorist_nodes %>% 
  datatable()
```

It seems redundant to have two columns with the same information, but we do that so we can see the names in the graph.

```{r}
visNetwork(terrorist_nodes, terrorist_links) %>% 
  visIgraphLayout(layout = "layout_nicely")
```

Now we can see the names of the terrorists. You'll probably need to zoom in to see them.  

You can also add a column in nodes called 'title', which will appear when you hover over the node. We can just mutate yet another column with the names of the terrorists, this time called 'title'. Do that below, piping terrorist_nodes into mutate(title = name).

```{r}
terrorist_nodes <- terrorist_nodes %>% 
  mutate(title = name)

terrorist_nodes

```









After creating the title column, go back up to the diagram and run it again. If you hover over a node, the name should pop up for you.




Add a pipe and a new line with visOptions(highlightNearest = T) to the chunk below. Now when you click on one terrorist, that terrorist and their contacts will be highlighted.

```{r}
visNetwork(terrorist_nodes, terrorist_links) %>% 
  visIgraphLayout(layout = "layout_nicely") %>% 
  visOptions(highlightNearest = T)

```


Add nodeIdSelection = T inside the parentheses of visOptions. You should get a drop-down menu with each terrorist.

```{r}
visNetwork(terrorist_nodes, terrorist_links) %>% 
  visIgraphLayout(layout = "layout_nicely") %>% 
  visOptions(highlightNearest = T, nodesIdSelection = T)

```



Finally, using main = "" in the visNetwork() call adds a title:

```{r}
visNetwork(terrorist_nodes, 
           terrorist_links, 
           main = "Network of Terrorists involved in the 2004 Madrid Bombing") %>% 
  visIgraphLayout(layout = "layout_nicely") %>% 
  visOptions(highlightNearest = T, nodesIdSelection = T)

```



## More network properties


The number of links each person has is called *degree*, and can be found by piping terrorist_network into degree(). Do that below:

```{r}
terrorist_network %>% 
  degree()
```






This is an important enough measure that we might create a new variable out of it and include it in the data. The following uses mutate() to create a new variable called degree, and then shows it in a table, arranged with the highest degree at the top.

```{r}
terrorist_nodes <- terrorist_nodes %>%
  mutate(degree = degree(terrorist_network))


terrorist_nodes %>% 
  arrange(-degree) %>% 
  datatable()
```

This shows how many connections each terrorist has. Jamal Zougam was one of the first to be arrested after the bombing. He owned a mobile phone shop, which probably has something to do with the number of connections he had to the other terrorists.


We can see the distribution of the degrees with a histogram. The chunk below creates a histogram with plotly. Add nbinsx = inside of add_histogram() to show more bars than he default shows.

```{r}
terrorist_nodes %>% 
  plot_ly(x = ~degree) %>% 
  add_histogram()

```


You can see that there are many terrorists with 10 or fewer connections, and just a few terrorists with more than 20 connections.



If the node data has a column called 'value', the size of the nodes will be adjusted by that variable.

The following mutates a new column called value, and sets value = degree.


```{r}
terrorist_nodes <- terrorist_nodes %>% 
  mutate(value = degree)

visNetwork(terrorist_nodes, 
           terrorist_links, 
           main = "Network of Terrorists involved in the 2004 Madrid Bombing") %>% 
  visIgraphLayout(layout = "layout_nicely") %>% 
  visOptions(highlightNearest = T, nodesIdSelection = T)

```


Another measure is *closeness*. Like degree, it's a measure of the importance or centrality of an individual. It is a measure of how many paths each other node would have to take to get to that node. The higher the closeness, the easier to get to that node. There's a more precise mathematical definition, but that's the idea.

Use closeness() to display the closeness of each terrorist in the network. Pipe terrorist_network into closeness().


```{r}
terrorist_network %>% 
  closeness()
```


The following create a new closeness column in the terrorist_nodes data, and also creates a new 'value' column set to closeness.

```{r}
terrorist_nodes <- terrorist_nodes %>% 
  mutate(closeness = closeness(terrorist_network)) %>% 
  mutate(value = closeness)

terrorist_nodes %>% 
  arrange(-closeness) %>% 
  datatable()
```

Closeness and degree are both measures of the *centrality* of each terrorist in the network. They're pretty highly correlated - terrorists with high degree also have high closeness - but they're not exactly the same.

Generate the visNetwork again. Now, since value has the closeness numbers, the sizes of the nodes will be based on that instead of degree.

```{r}
visNetwork(terrorist_nodes, 
           terrorist_links, 
           main = "Network of Terrorists involved in the 2004 Madrid Bombing") %>% 
  visIgraphLayout(layout = "layout_nicely") %>% 
  visOptions(highlightNearest = T, nodesIdSelection = T)
```



*Betweenness* in network analysis is a measure of the number of shortest paths that use a particular link. Each link has betweenness. Degree and closeness apply to nodes, betweenness applies to links.

For example, in a city, there are some streets that are very commonly used because they are between important areas. Many people drive on Main St. in the Heights because it's one of just a few commonly-used roads between the Heights and the rest of Billings. We could say Main St. has high betweenness.

Terrorists that are go-betweens for many other terrorists will have high betweenness, and are very important because, if those links can be disrupted, it will have a damaging effect on the communication in the network as a whole.

People who study internet connections are interested in betweenness. If a cable that carries a lot of internet traffic - say, between the US and Europe - is disrupted, it could cause internet outages across the world.

Pipe the terrorist_network into edge_betweenness() below:

```{r}
terrorist_network %>% 
  edge_betweenness()

```

This shows each network connection, and how valuable and commonly used it is in the network.

Create a new code chunk below that adds a new betweenness columns to the terrorist_links data. Also add a column called value so thatvisNetwork adjusts the size of each line based on value. Model your commands below after the closeness chunk above. Make sure you modify terrorist_links rather than terrorist_nodes. Also, create the table with descending values of betweenness.

```{r}
terrorist_links <- terrorist_links %>% 
  mutate(betweenness = edge_betweenness(terrorist_network)) %>% 
  mutate(value = betweenness)

terrorist_links
```





Now look what happens to the lines when we create the network again with visNetwork:


```{r}
visNetwork(terrorist_nodes, 
           terrorist_links, 
           main = "Network of Terrorists involved in the 2004 Madrid Bombing") %>% 
  visIgraphLayout(layout = "layout_nicely") %>% 
  visOptions(highlightNearest = T, nodesIdSelection = T)
```

There should be one particularly thick line apparent in the network diagram. Who are the terrorists that form this important link?




## Communities

Network analysis can identify groups of individuals that have many connections between them. This is called community detection.

One method is called infomap, and uses the infomap.community() function. Pipe the network into it below:

```{r}
terrorist_network %>% 
  infomap.community()
```

To display the group that each terrorist belongs to, further pipe the above into membership().

```{r}
terrorist_network %>% 
  infomap.community() %>% 
  membership()
```


We can also mutate a new variable with each terrorists' group:

```{r}
terrorist_nodes <- terrorist_nodes %>% 
  mutate(group = membership(infomap.community(terrorist_network)))

terrorist_nodes %>% 
  datatable()

```


Now when we create the graph again, the nodes will automatically be colored by group membership.

```{r}
visNetwork(terrorist_nodes, 
           terrorist_links, 
           main = "Network of Terrorists involved in the 2004 Madrid Bombing") %>% 
  visIgraphLayout(layout = "layout_nicely") %>% 
  visOptions(highlightNearest = T, nodesIdSelection = T)

```



Finally, inside visOptions() add selectedBy = "group". That will allow you to select entire groups with the drop-down menu.

```{r}
visNetwork(terrorist_nodes, 
           terrorist_links, 
           main = "Network of Terrorists involved in the 2004 Madrid Bombing") %>% 
  visIgraphLayout(layout = "layout_nicely") %>% 
  visOptions(highlightNearest = T, nodesIdSelection = T, selectedBy = "group")

```