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Home/ Questions/Q 497821
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Editorial Team
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Editorial Team
Asked: May 13, 20262026-05-13T05:49:06+00:00 2026-05-13T05:49:06+00:00

In the following Matlab code, with nodes N=10 , you will get randomly picked

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In the following Matlab code, with nodes N=10, you will get randomly picked nodes with probability say P= .25 marked as red nodes.

nodeN = [];
nodeM = [];
N=input('No. of Nodes:');
P=input('probability of cluster head : ');
R=input('range of cluster head: ')
data = rand(N,2) % Randomly generated n no. of nodes
x = data(:,1);
y = data(:,2);
plot(x,y,'b*')
hold on
index = (rand(N,1) <= P);     %# to choose cluster head out of N nodes with probability P
selected = data(index,:)   % nodes which are now cluster head 
length(selected)           % no. of nodes which are cluster head
not_selected  = data(~index,:) % remaining nodes which would be cluster members(out of N nodes)
length(not_selected)           % no. of remaining nodes 
plot(x(index),y(index),'r*');  % cluster head will be colored red in figure

for i=1:length(selected);
for j=1:length(not_selected);
dist_ij = sqrt(sum((selected(i,:)- not_selected(j,:)).^2)) % distance between selected cluster heads and remaining nodes
if(dist_ij<=R) 
        nodeN = [nodeN; selected(i,:)]
    nodeM = [nodeM; not_selected(j,:)]
end;
end;
end;

if size(nodeN,1)~=0 && size(nodeN,2)~=0 && size(nodeM,1)~=0 && size(nodeM,2)~=0
 X1=[nodeN(:,1)' ; nodeM(:,1)'] 
 Y1=[nodeN(:,2)' ; nodeM(:,2)'] 
plot(X1,Y1)
hold on
end;

How do I find a matrix of those remaining blue colored nodes which are not in range and do not make any edge with red colored nodes and plot those nodes green?

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1 Answer

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  1. Editorial Team
    Editorial Team
    2026-05-13T05:49:06+00:00Added an answer on May 13, 2026 at 5:49 am

    Ok, it’s not very efficient, but I think it works.
    I also changed length(selected) to size(selected, 1) (and the same with not_selected), because your way it didn’t work when you had only one selected (or not_selected) node.

    nodeN = [];
    nodeM = [];
    N=input('No. of Nodes:');
    P=input('probability of cluster head : ');
    R=input('range of cluster head: ')
    data = rand(N,2) % Randomly generated n no. of nodes
    x = data(:,1);
    y = data(:,2);
    plot(x,y,'b*')
    hold on
    
    index = (rand(N,1) <= P); %# to choose cluster head out of N nodes with probability P
    selected = data(index,:) % nodes which are now cluster head 
    length(selected) % no. of nodes which are cluster head
    not_selected = data(~index,:) % remaining nodes which would be cluster members(out of N nodes)
    length(not_selected) % no. of remaining nodes 
    plot(x(index),y(index),'r*'); % cluster head will be colored red in figure
    
    bitar = zeros([1 length(not_selected)]);
    for i=1:size(selected, 1);
      for j=1:size(not_selected, 1);
        dist_ij = sqrt(sum((selected(i,:)- not_selected(j,:)).^2)) % distance between selected cluster heads and remaining nodes
        if(dist_ij<=R) 
          nodeN = [nodeN; selected(i,:)]
          nodeM = [nodeM; not_selected(j,:)]
          bitar(j) = 1;
        end;
      end;
    end;
    
    if size(nodeN,1)~=0 && size(nodeN,2)~=0 && size(nodeM,1)~=0 && size(nodeM,2)~=0
      X1=[nodeN(:,1)' ; nodeM(:,1)'] 
      Y1=[nodeN(:,2)' ; nodeM(:,2)'] 
      plot(X1,Y1)
      hold on
    end;
    
    for i=1:length(bitar)
      if bitar(i) == 0
        plot(not_selected(i, 1), not_selected(i, 2), 'g*');
      end;
    end;
    
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