Generating adjacency matrices from isomorphic graphs












0















Here are some isomorphic graphs and their corresponding adjacency matrices. I can draw the graphs with tikz. But I'm not sure the best way to draw the matrices. Is it possible to generate one from the other? What's the right way to approach it?



enter image description here



Here's an example of the code to generate a graph:



 documentclass{standalone}

usepackage{tikz}

begin{document}

begin{tikzpicture}

tikzset{Bullet/.style={circle,draw,fill=black,scale=0.75}}

node[Bullet,label=left :{$e_1$}] (E1) at (0,2) {} ;

node[Bullet,label=above:{$e_2$}] (E2) at (1,3) {} ;

node[Bullet,label=right:{$e_3$}] (E3) at (2,2) {} ;

node[Bullet,label=right:{$e_4$}] (E4) at (2,0) {} ;

node[Bullet,label=left :{$e_5$}] (E5) at (0,0) {} ;

draw[thick] (E1)--(E2)--(E3)--(E4)--(E5)--(E1) {} ;

end{tikzpicture}

end{document}





diagrams matrices graphs tikz-pic







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    0















    Here are some isomorphic graphs and their corresponding adjacency matrices. I can draw the graphs with tikz. But I'm not sure the best way to draw the matrices. Is it possible to generate one from the other? What's the right way to approach it?



    enter image description here



    Here's an example of the code to generate a graph:



     documentclass{standalone}
    
usepackage{tikz}
    
begin{document}
    
begin{tikzpicture}
    
tikzset{Bullet/.style={circle,draw,fill=black,scale=0.75}}
    
node[Bullet,label=left :{$e_1$}] (E1) at (0,2) {} ;
    
node[Bullet,label=above:{$e_2$}] (E2) at (1,3) {} ;
    
node[Bullet,label=right:{$e_3$}] (E3) at (2,2) {} ;
    
node[Bullet,label=right:{$e_4$}] (E4) at (2,0) {} ;
    
node[Bullet,label=left :{$e_5$}] (E5) at (0,0) {} ;
    
draw[thick] (E1)--(E2)--(E3)--(E4)--(E5)--(E1) {} ;
    
end{tikzpicture}
    
end{document}





    diagrams matrices graphs tikz-pic







    share|improve this question



























      0












      0








      0








      Here are some isomorphic graphs and their corresponding adjacency matrices. I can draw the graphs with tikz. But I'm not sure the best way to draw the matrices. Is it possible to generate one from the other? What's the right way to approach it?



      enter image description here



      Here's an example of the code to generate a graph:



       documentclass{standalone}
      
usepackage{tikz}
      
begin{document}
      
begin{tikzpicture}
      
tikzset{Bullet/.style={circle,draw,fill=black,scale=0.75}}
      
node[Bullet,label=left :{$e_1$}] (E1) at (0,2) {} ;
      
node[Bullet,label=above:{$e_2$}] (E2) at (1,3) {} ;
      
node[Bullet,label=right:{$e_3$}] (E3) at (2,2) {} ;
      
node[Bullet,label=right:{$e_4$}] (E4) at (2,0) {} ;
      
node[Bullet,label=left :{$e_5$}] (E5) at (0,0) {} ;
      
draw[thick] (E1)--(E2)--(E3)--(E4)--(E5)--(E1) {} ;
      
end{tikzpicture}
      
end{document}





      diagrams matrices graphs tikz-pic







      share|improve this question
















      Here are some isomorphic graphs and their corresponding adjacency matrices. I can draw the graphs with tikz. But I'm not sure the best way to draw the matrices. Is it possible to generate one from the other? What's the right way to approach it?



      enter image description here



      Here's an example of the code to generate a graph:



       documentclass{standalone}
      
usepackage{tikz}
      
begin{document}
      
begin{tikzpicture}
      
tikzset{Bullet/.style={circle,draw,fill=black,scale=0.75}}
      
node[Bullet,label=left :{$e_1$}] (E1) at (0,2) {} ;
      
node[Bullet,label=above:{$e_2$}] (E2) at (1,3) {} ;
      
node[Bullet,label=right:{$e_3$}] (E3) at (2,2) {} ;
      
node[Bullet,label=right:{$e_4$}] (E4) at (2,0) {} ;
      
node[Bullet,label=left :{$e_5$}] (E5) at (0,0) {} ;
      
draw[thick] (E1)--(E2)--(E3)--(E4)--(E5)--(E1) {} ;
      
end{tikzpicture}
      
end{document}





      diagrams matrices graphs tikz-pic




      diagrams matrices graphs tikz-pic






      share|improve this question















      share|improve this question













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      edited 3 mins ago







      tjt263

















      asked 12 mins ago









      tjt263tjt263

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