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Having constructed a full Hamiltonian for the problem, we compress the number of qubits by getting rid of trivial registers (initially reserved due to the size of a problem but then not relevant for optimization). Currently, this compression is 1-way only as we do not propagate information on which qubits were removed. It makes it impossible to interpret the solution vector - we are only left with an optimal value.
The goal of this issue is to propagate the relevant information and implement a method for reconstructing the full solution vector that is easy to interpret.
The text was updated successfully, but these errors were encountered:
Having constructed a full Hamiltonian for the problem, we compress the number of qubits by getting rid of trivial registers (initially reserved due to the size of a problem but then not relevant for optimization). Currently, this compression is 1-way only as we do not propagate information on which qubits were removed. It makes it impossible to interpret the solution vector - we are only left with an optimal value.
The goal of this issue is to propagate the relevant information and implement a method for reconstructing the full solution vector that is easy to interpret.
The text was updated successfully, but these errors were encountered: