Diego Rainis
Diego Rainis
Zynga INC
Verified email at zynga.com
Cited by
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Towards a realistic transport modeling in a superconducting nanowire with Majorana fermions
D Rainis, L Trifunovic, J Klinovaja, D Loss
Physical Review B 87 (2), 024515, 2013
Majorana qubit decoherence by quasiparticle poisoning
D Rainis, D Loss
Physical Review B 85 (17), 174533, 2012
Correlations between Majorana fermions through a superconductor
AA Zyuzin, D Rainis, J Klinovaja, D Loss
Phys. Rev. Lett. 111, 056802, 2013
Andreev reflection in graphene nanoribbons
D Rainis, F Taddei, F Dolcini, M Polini, R Fazio
Physical Review B 79 (11), 115131, 2009
Decoherence of Majorana qubits by noisy gates
MJ Schmidt, D Rainis, D Loss
Physical Review B 86 (8), 085414, 2012
Gauge fields and interferometry in folded graphene
D Rainis, F Taddei, M Polini, G León, F Guinea, VI Fal’ko
Physical Review B 83 (16), 165403, 2011
Conductance behavior in nanowires with spin-orbit interaction: A numerical study
D Rainis, D Loss
Physical Review B 90 (23), 235415, 2014
Transport Signatures of Fractional Fermions in Rashba Nanowires
D Rainis, A Saha, J Klinovaja, L Trifunovic, D Loss
Physical review letters 112 (19), 196803, 2014
Blockade and Counterflow Supercurrent in exciton-condensate Josephson junctions
F Dolcini, D Rainis, F Taddei, M Polini, R Fazio, AH MacDonald
Physical review letters 104 (2), 27004, 2010
Time-dependent current-density-functional theory of spin-charge separation and spin drag in one-dimensional ultracold Fermi gases
G Xianlong, M Polini, D Rainis, MP Tosi, G Vignale
Physical review letters 101 (20), 206402, 2008
Quantum charge pumping through fractional Fermions in charge density modulated quantum wires and Rashba nanowires
A Saha, D Rainis, RP Tiwari, D Loss
Physical Review B 90 (3), 035422, 2014
Spin-drag relaxation time in one-dimensional spin-polarized Fermi gases
D Rainis, M Polini, MP Tosi, G Vignale
Physical Review B 77 (3), 035113, 2008
Spin drag e separazione spin-carica in sistemi fermionici unidimensionali
D Rainis
Teoria di Landau per i liquidi di Fermi normali: tesi di laurea
D Rainis
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