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Full Quantum state tomography with Linear Inversion: Difference between revisions
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Full Quantum state tomography with Linear Inversion (edit)
Revision as of 15:50, 11 September 2019
, 11 September 2019→Protocol Description
(Created page with "Quantum state tomography is the process by which a quantum state is reconstructed using a series of measurements in different basis on an ensemble of identical quantum states....") |
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'''Output''': Density matrix of the quantum state, <math>\rho</math> | '''Output''': Density matrix of the quantum state, <math>\rho</math> | ||
* Pick the measurement basis | * Pick the measurement basis <math>A</math>, where <math> | ||
A = \begin{bmatrix} | A = \begin{bmatrix} | ||
\vec{E_1} \\ \vec{E_2} \\ . \\. \\ \vec{E_{d^2}} | \vec{E_1} \\ \vec{E_2} \\ . \\. \\ \vec{E_{d^2}} | ||