# Is there a tool that shows me all $2^n$ stabilizers for a given graph state?

Is there a tool which takes the adjacency matrix of a graph as input and prints out a table with all stabilizer measurements?

• If you're determined to try to look for patterns in exponentially many stabilisers, perhaps you should use a representation of stabilisers in terms of boolean vectors as in [arXiv:quant-ph/9605005]. This will allow you to represent the stabilisers as the image of all $n$ bit-vectors under a $n \times 2n$ matrix, though if you care about the signs of the operators (and you should think about whether or not you might), some extra work is required to make sure you get those right. – Niel de Beaudrap May 31 '20 at 9:13