define common bases
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@ -3,7 +3,7 @@ from collections import defaultdict
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import numpy as np
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from lib import State, b_phi_p, b_phi_m, b_psi_p, b_psi_m, s, generate_bins
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from lib import State, bell_basis, s, generate_bins
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def test_krisi_measurement_2():
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@ -33,7 +33,7 @@ def test_krisi_measurement_2():
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# Measure in the Bell's basis
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st = State(q0 * q1)
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meas = st.measure(basis=[b_phi_p, b_phi_m, b_psi_p, b_psi_m])
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meas = st.measure(basis=bell_basis)
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return meas
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correct = 0
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@ -115,7 +115,7 @@ def test_krisi_measurement_3():
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if MEASURE_FIRST_BELL:
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# Measure in the Bell's basis
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st = State(q0 * q1)
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meas = st.measure(basis=[b_phi_p, b_phi_m, b_psi_p, b_psi_m])
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meas = st.measure(basis=bell_basis)
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new_st = s("|" + meas + ">")
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st = State(new_st * q2)
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else:
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11
lib.py
11
lib.py
@ -393,6 +393,12 @@ class State(Vector):
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return [x, y, z]
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class Ket(State):
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def __init__(self, *args, **kwargs):
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"""Alias: Ket is a state"""
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State.__init__(self, *args, **kwargs)
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def test_measure_partial():
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state = b_phi_p
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state.measure_partial(1)
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@ -753,6 +759,11 @@ b_psi_m = State([[0],
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[0]],
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name="{}-".format(REPR_GREEK_PSI))
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# define common bases:
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computational_basis = [_0, _1]
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plus_minus_basis = [_p, _m]
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bell_basis = [b_phi_p, b_psi_p, b_phi_m, b_psi_m]
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well_known_states = [_p, _m, b_phi_p, b_psi_p, b_phi_m, b_psi_m]
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_ = I = Gate([[1, 0],
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