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Optimal Trace-Distance Bounds for Free-Fermionic States: Testing and Improved Tomography

Lennart Bittel ^1,*, Antonio Anna Mele ^1,2,†, Jens Eisert ^1,‡, and Lorenzo Leone ^1,§

¹Dahlem Center for Complex Quantum Systems, Freie Universität Berlin, 14195 Berlin, Germany
²Theoretical Division, Los Alamos National Laboratory, Los Alamos, New Mexico 87545, USA

^*Contact author: l.bittel@fu-berlin.de
^†Contact author: a.mele@fu-berlin.de
^‡Contact author: jense@fu-berlin.de
^§Contact author: lorenzo.leone@fu-berlin.de

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Articles Citing

Optimal Trace-Distance Bounds for Free-Fermionic States: Testing and Improved Tomography

Learning Shallow Quantum Circuits

Fermionic Magic Resources of Quantum Many-Body Systems

Symplectic Rank of Non-Gaussian Quantum States

Fermionic Non-Gaussianity via Bell Sampling: Monotones and Efficient Quantum Algorithms

Extendibility of Fermionic Gaussian States

Limits of Clifford disentangling in tensor network states

Local classical correlations between physical electrons in Hubbard systems

Physically motivated guiding states for local Hamiltonians

Optimal speed-up of multi-step Pontus–Mpemba protocols

Non-Gaussianity of random quantum states

Optimal Convergence Rates in Trace Distance and Relative Entropy for the Quantum Central Limit Theorem

No title available

Polynomial-time quantum Gibbs sampling for the weak and strong coupling regime of the Fermi-Hubbard model at any temperature

Estimating Distances between Quantum Gaussian States

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