A sample-optimal quantum state tomography algorithm that is memory-efficient by using unitary Schur sampling with streaming access to samples.
states that SC F δ′ ln r δ′ , d, r = O dr2 δ′ , which is equivalent to our statement by properly scaling δ = δ′ ln r δ′ , as 1 δ′ ≤ 2 δ ln r δ asymptotically
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Sample Optimal and Memory Efficient Quantum State Tomography
A sample-optimal quantum state tomography algorithm that is memory-efficient by using unitary Schur sampling with streaming access to samples.