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Ramis Movassagh
Ramis Movassagh
IBM Research (Quantum), Cambridge, MA
Bestätigte E-Mail-Adresse bei math.mit.edu - Startseite
Titel
Zitiert von
Zitiert von
Jahr
Criticality without frustration for quantum spin-1 chains
S Bravyi, L Caha, R Movassagh, D Nagaj, PW Shor
Physical review letters 109 (20), 207202, 2012
1022012
Supercritical entanglement in local systems: Counterexample to the area law for quantum matter
R Movassagh, PW Shor
Proceedings of the National Academy of Sciences 113 (47), 13278-13282, 2016
922016
Quantum interference in polyenes
Y Tsuji, R Hoffmann, R Movassagh, S Datta
The Journal of chemical physics 141 (22), 224311, 2014
552014
Quantum interference, graphs, walks, and polynomials
Y Tsuji, E Estrada, R Movassagh, R Hoffmann
Chemical reviews 118 (10), 4887-4911, 2018
532018
Classical algorithms for quantum mean values
S Bravyi, D Gosset, R Movassagh
Nature Physics 17 (3), 337-341, 2021
482021
Quantum supremacy and random circuits
R Movassagh
arXiv preprint arXiv:1909.06210, 2019
41*2019
Unfrustrated qudit chains and their ground states
R Movassagh, E Farhi, J Goldstone, D Nagaj, TJ Osborne, PW Shor
Physical Review A 82 (1), 012318, 2010
372010
Exponential attenuation of through-bond transmission in a polyene: Theory and potential realizations
Y Tsuji, R Movassagh, S Datta, R Hoffmann
ACS nano 9 (11), 11109-11120, 2015
362015
Power law violation of the area law in quantum spin chains
R Movassagh, PW Shor
arXiv preprint arXiv:1408.1657, 2015
312015
Efficient unitary paths and quantum computational supremacy: A proof of average-case hardness of Random Circuit Sampling
R Movassagh
arXiv preprint arXiv:1810.04681, 2018
262018
Entanglement and correlation functions of the quantum Motzkin spin-chain
R Movassagh
Journal of Mathematical Physics 58 (3), 031901, 2017
262017
On enriching the Levin–Wen model with symmetry
L Chang, M Cheng, SX Cui, Y Hu, W Jin, R Movassagh, P Naaijkens, ...
Journal of Physics A: Mathematical and Theoretical 48 (12), 12FT01, 2015
222015
The gap of the area-weighted Motzkin spin chain is exponentially small
L Levine, R Movassagh
Journal of Physics A: Mathematical and Theoretical 50 (25), 255302, 2017
192017
Learn quantum computation using Qiskit, 2020
A Asfaw, L Bello, Y Ben-Haim, S Bravyi, N Bronn, L Capelluto, ...
URL: http://community. qiskit. org/textbook, 2021
172021
Generic local Hamiltonians are gapless
R Movassagh
Physical review letters 119 (22), 220504, 2017
172017
Quantum supremacy and hardness of estimating output probabilities of quantum circuits
Y Kondo, R Mori, R Movassagh
2021 IEEE 62nd Annual Symposium on Foundations of Computer Science (FOCS …, 2022
16*2022
The Green’s function for the Hückel (tight binding) model
R Movassagh, G Strang, Y Tsuji, R Hoffmann
Journal of Mathematical Physics 58 (3), 033505, 2017
152017
The gap of Fredkin quantum spin chain is polynomially small
R Movassagh
arXiv preprint arXiv:1609.09160, 2016
152016
The gap of Fredkin quantum spin chain is polynomially small Ann
R Movassagh
Math. Sci. Appl, 2016
15*2016
The gap of Fredkin quantum spin chain is polynomially small Ann
R Movassagh
Math. Sci. Appl, 2016
15*2016
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