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I have a list of Nodes.

Suppose,
N =["1","2","3","4"] # there can be different number of nodes

And I have solved the differential equation which is a relation to anything(let us consider) using odeint

From the solution of the differential equation, I have the relation between C and t

result = odeint(model,C0,t)

Now, assuming the edges are created from the solution of the differential equation between C and t. I want to create a graph network using Networkx.

Is there any way to retrieve edges from the differential equation? So, that I can create a graph network.

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  • $\begingroup$ I fail to understand what is asked. If you have the solution can't you sample it and have a grid that represents a path or a graph? $\endgroup$
    – Nikos M.
    Jun 20 at 18:11

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