I am trying to use the DensityMatrixSimulator in Cirq. I want to append gates to the circuit conditional on measurements. In order to reduce computational resources, I am trying to run these conditional gates by initializing another circuit with these conditional gates using the final state of the first measurement as the initial state. However, I am not sure how I can get the simulate method to accept the initial state matrix (see code below).

I get the ValueError of

ValueError: `state_like` was convertible to a numpy array, but its shape was neither the shape of a list of computational basis values (`len(qid_shape)`) nor the shape of a list or tensor of state vector amplitudes (`qid_shape` or `(product(qid_shape),)`.

qid_shape=(2, 2)
np.array(state_like).shape=(2, 2, 2, 2)
np.array(state_like)=[[[[ 0.+0.j  0.-0.j]
   [ 0.+0.j  0.-0.j]]

  [[-0.+0.j  0.-0.j]
   [-0.+0.j  0.-0.j]]]

 [[[ 0.+0.j  0.-0.j]
   [ 1.+0.j  0.-0.j]]

  [[-0.+0.j  0.-0.j]
   [-0.+0.j  0.-0.j]]]]

This is the code I am trying to run to figure out how to initialize the initial state of the second circuit.

qubits = cirq.LineQubit.range(2)

circuit = cirq.Circuit()


s = cirq.DensityMatrixSimulator()

results = s.simulate(circuit)

r = cirq.DensityMatrixSimulator()

circuit2 = cirq.Circuit()



results2 =r.simulate(circuit2, initial_state = results._final_simulator_state.density_matrix)

Thank you in advance!


Instead of accessing results._final_simulator_state.density_matrix, which has a leading underscore implying you shouldn't be using it or relying on it to stay stable, use results.final_density_matrix. Making that substitution seems to result in the code working.

Separately, I think the fact that what you did doesn't work is a bug. It seems that the method doesn't recognize the shape (2,) * 2 * num_qubits as a valid shape for the density matrix as a tensor. I opened https://github.com/quantumlib/Cirq/issues/3958 to get it fixed.


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