List View
 |   | 
   web
Author Title Year Publication Volume Pages
Esposito, R. et al; Domingo-Pardo, C. Design of the third-generation lead-based neutron spallation target for the neutron time-of-flight facility at CERN 2021 Physical Review Accelerators and Beams 24 093001 - 17pp
Vnuchenko, A.; Esperante Pereira, D.; Gimeno, B.; Benedetti, S.; Catalan Lasheras, N.; Garlasch, M.; Grudiev, A.; McMonagle, G.; Pitman, S.; Syratchev, I.; Timmins, M.; Wegner, R.; Woolley, B.; Wuensch, W.; Faus-Golfe, A. High-gradient testing of an S-band, normal-conducting low phase velocity accelerating structure 2020 Physical Review Accelerators and Beams 23 084801 - 13pp
Argyropoulos, T.; Catalan-Lasheras, N.; Grudiev, A.; Mcmonagle, G.; Rodriguez-Castro, E.; Syrachev, I.; Wegner, R.; Woolley, B.; Wuensch, W.; Zha, H.; Dolgashev, V.; Bowden, G.; Haase, A.; Lucas, T.G.; Volpi, M.; Esperante-Pereira, D.; Rajamaki, R. Design, fabrication, and high-gradient testing of an X-band, traveling-wave accelerating structure milled from copper halves 2018 Physical Review Accelerators and Beams 21 061001 - 11pp
Arrighi, P.; Di Molfetta, G.; Marquez-Martin, I.; Perez, A. Dirac equation as a quantum walk over the honeycomb and triangular lattices 2018 Physical Review A 97 062111 - 5pp
Di Molfetta, G.; Soares-Pinto, D.O.; Duarte Queiros, S.M. Elephant quantum walk 2018 Physical Review A 97 062112 - 6pp
Martone, G.I.; Larre, P.E.; Fabbri, A.; Pavloff, N. Momentum distribution and coherence of a weakly interacting Bose gas after a quench 2018 Physical Review A 98 063617 - 21pp
Arnault, P.; Pepper, B.; Perez, A. Quantum walks in weak electric fields and Bloch oscillations 2020 Physical Review A 101 062324 - 12pp
Perez, A. Information encoding of a qubit into a multilevel environment 2010 Physical Review A 81 052326 - 6pp
Hinarejos, M.; Di Franco, C.; Romanelli, A.; Perez, A. Chirality asymptotic behavior and non-Markovianity in quantum walks on a line 2014 Physical Review A 89 052330 - 7pp
Marquez-Martin, I.; Di Molfetta, G.; Perez, A. Fermion confinement via quantum walks in (2+1)-dimensional and (3+1)-dimensional space-time 2017 Physical Review A 95 042112 - 5pp