Quantum state tomography via compressed sensing D Gross, YK Liu, ST Flammia, S Becker, J Eisert Physical Review Letters 105 (15), 150401, 2010 | 1311 | 2010 |
Efficient quantum state tomography M Cramer, MB Plenio, ST Flammia, R Somma, D Gross, SD Bartlett, ... Nature Communications 1 (9), 149, 2010 | 718 | 2010 |
Direct fidelity estimation from few Pauli measurements ST Flammia, YK Liu Physical Review Letters 106 (23), 230501, 2011 | 474 | 2011 |
Entanglement and the power of one qubit A Datta, ST Flammia, CM Caves Physical Review A—Atomic, Molecular, and Optical Physics 72 (4), 042316, 2005 | 451 | 2005 |
Quantum tomography via compressed sensing: error bounds, sample complexity and efficient estimators ST Flammia, D Gross, YK Liu, J Eisert New Journal of Physics 14 (9), 095022, 2012 | 439 | 2012 |
Generalized limits for single-parameter quantum estimation S Boixo, ST Flammia, CM Caves, JM Geremia Physical Review Letters 98 (9), 90401, 2007 | 407 | 2007 |
Most quantum states are too entangled to be useful as computational resources D Gross, ST Flammia, J Eisert Physical Review Letters 102 (19), 190501, 2009 | 352 | 2009 |
One-way quantum computing in the optical frequency comb NC Menicucci, ST Flammia, O Pfister Physical Review Letters 101 (13), 130501, 2008 | 349 | 2008 |
The XZZX surface code JP Bonilla Ataides, DK Tuckett, SD Bartlett, ST Flammia, BJ Brown Nature communications 12 (1), 1-12, 2021 | 259 | 2021 |
The randomized measurement toolbox A Elben, ST Flammia, HY Huang, R Kueng, J Preskill, B Vermersch, ... Nature Reviews Physics 5 (1), 9-24, 2023 | 253 | 2023 |
Estimating the coherence of noise J Wallman, C Granade, R Harper, ST Flammia New Journal of Physics 17 (11), 113020, 2015 | 247 | 2015 |
Quantum metrology: Dynamics versus entanglement S Boixo, A Datta, MJ Davis, ST Flammia, A Shaji, CM Caves Physical Review Letters 101 (4), 40403, 2008 | 246 | 2008 |
Efficient learning of quantum noise R Harper, ST Flammia, JJ Wallman Nature Physics 16 (12), 1184-1188, 2020 | 244 | 2020 |
Building a fault-tolerant quantum computer using concatenated cat codes C Chamberland, K Noh, P Arrangoiz-Arriola, ET Campbell, CT Hann, ... PRX Quantum 3 (1), 010329, 2022 | 233 | 2022 |
Ultrahigh error threshold for surface codes with biased noise DK Tuckett, SD Bartlett, ST Flammia Physical review letters 120 (5), 050505, 2018 | 231 | 2018 |
Topological entanglement Rényi entropy and reduced density matrix structure ST Flammia, A Hamma, TL Hughes, XG Wen Physical Review Letters 103 (26), 261601, 2009 | 231 | 2009 |
Randomized Benchmarking with Confidence JJ Wallman, ST Flammia New Journal of Physics 16 (10), 103032, 2014 | 217 | 2014 |
Silicon qubit fidelities approaching incoherent noise limits via pulse engineering CH Yang, KW Chan, R Harper, W Huang, T Evans, JCC Hwang, ... Nature Electronics 2 (4), 151-158, 2019 | 213 | 2019 |
Bias-preserving gates with stabilized cat qubits S Puri, L St-Jean, JA Gross, A Grimm, NE Frattini, PS Iyer, A Krishna, ... Science advances 6 (34), eaay5901, 2020 | 208 | 2020 |
Graphical calculus for Gaussian pure states NC Menicucci, ST Flammia, P van Loock Physical Review A 83 (4), 042335, 2011 | 204 | 2011 |