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Referencias:

• Kempe, J., Quantum random walks: An introductory overview (2003) Cont. Phys, 44, p. 307
• Kitagawa, T., Broome, M.A., Fedrizzi, A., Rudner, M.S., Berg, E., Kassal, I., Aspuru-Guzik, A., White, A.G., Observation of topologically protected bound states in photonic quantum walks (2012) Nat. Commun, 3, p. 882
• Kitagawa, T., Rudner, M.S., Berg, E., Demler, E., Exploring topological phases with quantum walks (2010) Phys. Rev. A, 82
• Aharonov, Y., Davidovich, L., Zagury, N., Quantum random walks (1993) Phys. Rev. A, 48, p. 1687
• Crespi, A., Osellame, R., Ramponi, R., Giovannetti, V., Fazio, R., Sansoni, L., Nicola, F.D., Mataloni, P., Anderson localization of entangled photons in an integrated quantum walk (2013) Nat. Photon, 7, p. 322
• Genske, M., Alt, W., Steffen, A., Werner, A.H., Werner, R.F., Meschede, D., Alberti, A., Electric quantum walks with individual atoms (2013) Phys. Rev. Lett, 110
• Obuse, H., Kawakami, N., Topological phases and delocalization of quantum walks in random environments (2011) Phys. Rev. B, 84
• Shikano, Y., Chisaki, K., Segawa, E., Konno, N., Emergence of randomness and arrow of time in quantum walks (2010) Phys. Rev. A, 81
• Asbóth, J.K., Symmetries, topological phases, and bound states in the one-dimensional quantum walk (2012) Phys. Rev. B, 86
• Obuse, H., Asboth, J.K., Nishimura, Y., Kawakami, N., Unveiling hidden topological phases of a one-dimensional Hadamard quantum walk (2015) Phys. Rev. B, 92
• Cedzich, C., Grunbaum, F.A., Stahl, C., Velázquez, L., Werner, A.H., Werner, R.F., Bulk-edge correspondence of one-dimensional quantum walks (2016) J. Phys. A Math. Theor, 49
• Wojcik, A., Luczak, T., Kurzynski, P., Grudka, A., Gdala, T., Bednarska-Bzdega, M., Trapping a particle of a quantum walk on the line (2012) Phys. Rev. A, 85
• Moulieras, S., Lewenstein, M., Puentes, G., Entanglement engineering and topological protection in discrete-time quantum walks (2013) J. Phys. B, 46
• Beenakker, C., Kouwenhoven, L., A road to reality with topological superconductors (2016) Nat. Phys, 12, p. 618
• Huber, S.D., Topological mechanics (2016) Nat. Phys, 12, p. 621
• Peano, V., Brendel, C., Schmidt, M., Marquardt, F., Topological phases of sound and light (2015) Phys. Rev. X, 5
• Lu, L., Joannopoulos, J., Solijacic, M., Topological states in photonic systems (2016) Nat. Phys, 12, p. 626
• Xiao, M., Ma, G.C., Yang, Z.Y., Sheng, P., Zhang, Z.Q., Chan, C.T., Geometric phase and band inversion in periodic acoustic systems (2015) Nat. Phys, 11, p. 240
• Bose, S., Quantum communication through an unmodulated spin chain (2003) Phys. Rev. Lett, 91
• Christandl, M., Datta, N., Ekert, A., Landahl, A.J., Perfect state transfer in quantum spin networks (2004) Phys. Rev. Lett, 92
• Plenio, M.B., Huelga, S.F., Dephasing-assisted transport: quantum networks and biomolecules (2008) New J. Phys, 10
• Spring, J.B., Metcalf, B.J., Humphreys, P.C., Kolthammer, W.S., Jin, X.M., Barbieri, M., Datta, A., Kundys, D., Boson sampling on a photonic chip (2013) Science, 339, pp. 798-801
• Broome, M.A., Fedrizzi, A., Rahimi-Keshari, S., Dove, J., Aaronson, S., Ralph, T.C., White, A.G., Photonic boson sampling in a tunable circuit (2013) Science, 339, p. 6121
• Tillmann, M., Dakic, B., Heilmann, R., Nolte, S., Alexander Szameit and Philip Walther, Experimental boson sampling (2013) Nat. Photon, 7, p. 540
• Crespi, A., Osellame, R., Ramponi, R., Brod, D.J., Galvão, E.F., Spagnolo, N., Vitelli, C., Sciarrino, F., Integrated multimode interferometers with arbitrary designs for photonic boson sampling (2013) Nat. Photon, 7, pp. 545-549
• Spagnolo, N., Vitelli, C., Bentivegna, M., Brod, D.J., Crespi, A., Flamini, F., Giacomini, S., Mataloni, P., Efficient experimental validation of photonic boson sampling (2014) Nat. Photon, 8, p. 615
• Carolan, J., Meinecke, J.D.A., Shadbolt, P.J., Russell, N.J., Ismail, N., Wörhoff, K., Rudolph, T., Matthews, J.C.F., On the experimental verification of quantum complexity in linear optics (2014) Nat. Photon, 8, p. 621
• Childs, A.M., Universal computation by quantum walk (2009) Phys. Rev. Lett, 102
• Aiello, A., Puentes, G., Voigt, D., Woerdman, J.P., Maximally entangled mixed-state generation via local operations (2007) Phys. Rev. A, 75
• Puentes, G., Voigt, D., Aiello, A., Woerdman, J.P., Universality in depolarized light scattering (2006) Opt. Lett, 30, pp. 3216-3218
• Peruzzo, A., Lobino, M., Matthews, J.C.F., Matsuda, N., Politi, A., Poulios, K., Zhou, X.Q., Wörhoff, K., Quantum walks of correlated photons (2010) Science, 329, pp. 1500-1503
• Poulios, K., Keil, R., Fry, D., Meinecke, J.D.A., Matthews, J.C.F., Politi, A., Lobino, M., Nolte, S., Quantum walks of correlated photon pairs in two-dimensional waveguide arrays (2014) Phys. Rev. Lett, 112
• Schreiber, A., Gabris, A., Rohde, P.P., Laiho, K., Stefanak, M., Potocek, V., Hamilton, C., Silberhorn, C., A 2D quantum walk simulation of two-particle dynamics (2012) Science, 336, pp. 55-58
• Broome, M.A., Fedrizzi, A., Lanyon, B.P., Kassal, I., Aspuru-Guzik, A., White, A.G., Discrete Single-Photon Quantum Walks with Tunable Decoherence (2010) Phys. Rev. Lett, 104
• Schreiber, A., Cassemiro, K.N., Potoček, V., Gabris, A., Jex, I., Silberhorn, C., Decoherence and disorder in quantum walks: From ballistic spread to localization (2011) Phys. Rev. Lett, 106
• Puentes, G., Topology and Holonomy in Discrete-time Quantum Walks (2017) Crystals, 7, p. 122
• Nielsen, M., Chuang, I., (2000) Quantum Computation and Quantum Information, , Cambridge University Press: London, UK
• Schreiber, A., Cassemiro, K.N., Potocek, V., Gábris, A., Mosley, P.J., Andersson, E., Jex, I., Silberhorn, C., Photons walking the line: A quantum walk with adjustable coin operations (2010) Phys. Rev. Lett, 104
• Zahringer, F., Kirchmair, G., Gerritsma, R., Solano, E., Blatt, R., Roos, C.F., Realization of a quantum walk with one and two trapped ions (2010) Phys. Rev. Lett, 104
• Rudner, M.S., Lindner, N.H., Berg, E., Levin, M., Anomalous edge states and the bulk-edge correspondence for periodically driven two-dimensional systems (2013) Phys. Rev. X, 3
• Sansoni, L., Sciarrino, F., Vallone, G., Mataloni, P., Crespi, A., Ramponi, R., Osellame, R., Two-Particle Bosonic-Fermionic QuantumWalk via Integrated Photonics (2012) Phys. Rev. Lett, 108
• Francisco, D., Iemmi, C., Paz, J.P., Ledesma, S., Simulating a quantum walk with classical optics (2006) Phys. Rev. A, 74
• Lazarev, G., Hermerschmidt, A., Krueger, S., Osten, S., LCOS spatial light modulators: Trends and applications (2012) Optical Imaging and Metrology: Advanced Technologies, 1st ed, pp. 1-29. , Osten, W., Reingand, N., Eds.;Wiley-VCH:Weinheim, Germany
• Puentes, G., Mela, C.L., Ledesma, S., Iemmi, C., Paz, J.P., Saraceno, M., Optical simulation of quantum algorithms using programmable liquid-crystal displays (2004) Phys. Rev. A, 69
• Marques, B., Matoso, A.A., Pimenta, W.M., Gutiérrez-Esparza, A.J., Santos, M.F., Pádua, S., Experimental simulation of decoherence in photonics qudits (2015) Sci. Rep, 5
• Solís-Prosser, M.A., Fernandes, M.F., Jiménez, O., Delgado, A., Neves, L., Experimental Minimum-Error Quantum-State Discrimination in High Dimensions (2017) Phys. Rev. Lett, 118
• Bouchard, F., Fickler, R., Boyd, R.W., Karimi, E., High-dimensional quantum cloning and applications to quantum hacking (2017) Sci. Adv, 3
• Solís-Prosser, M.A., Arias, A., Varga, J.J.M., Rebón, L., Ledesma, S., Iemmi, C., Neves, L., Preparing arbitrary pure states of spatial qudits with a single phase-only spatial light modulator (2013) Opt. Lett, 38, p. 4762
• Moreno, I., Velásquez, P., Fernández-Pousa, C.R., Sánchez-López, M.M., Mateos, F., Jones matrix method for predicting and optimizing the optical modulation properties of a liquid-crystal display (2003) J. Appl. Phys, 94, p. 3697
• Davis, J.A., McNamara, D.E., Cottrell, D.M., Sonehara, T., Two-dimensional polarization encoding with a phase-only liquid-crystal spatial light modulator (2000) Appl. Opt, 39, p. 1549
• Moreno, I., Martínez, J.L., Davis, J.A., Two-dimensional polarization rotator using a twisted-nematic liquid-crystal display (2007) Appl. Opt, 46, p. 881
• Berry, M.V., Classical adiabatic angles and quantal adiabatic phase (1985) J. Phys. A, 18, p. 15
• Hannay, J., Angle variable holonomy in adiabatic excursion of an integrable Hamiltonian (1985) J. Phys. A, 18, p. 221
• Zhang, Y., Tan, Y.-W., Stormer, H.L., Kim, P., Experimental observation of the quantum Hall effect and Berry's phase in graphene (2005) Nature, 438, p. 201
• Delplace, P., Ullmo, D., Montambaux, G., Zak phase and the existence of edge states in graphene (2011) Phys. Rev. B, 84
• Kane, C.L., Mele, E.J., Z2 topological order and the quantum spin Hall effect (2005) Phys. Rev. Lett, 95
• Bernevig, B.A., Hughes, T.L., Zhang, S.-C., Quantum spin Hall effect and topological phase transition in HgTe quantum wells (2006) Science, 314, p. 1757
• Köning, M., König, M., Wiedmann, S., Brüne, C., Roth, A., Buhmann, H., Molenkamp, L.W., Zhang, S.-C., Quantum spin Hall insulator state in HgTe quantum wells (2007) Science, 318, pp. 766-770
• Delacretaz, G., Grant, E.R., Whetten, R.L., Wöste, L., Zwanziger, J.W., Fractional quantization of molecular pseudorotation in Na3 (1986) Phys. Rev. Lett, 56, p. 2598
• Nadj-Perge, S., Drozdov, I.K., Li, J., Chen, H., Jeon, S.J., Seo, J.P., MacDonald, A.H., Yazdani, A., Observation of Majorana fermions in ferromagnetic atomic chains on a superconductor (2014) Science, 346, p. 602
• Simon, B., Holonomy, the quantum adiabatic theorem, and Berry's phase (1983) Phys. Rev. Lett, 51, p. 2167
• Puentes, G., Spontaneous parametric downconversion and quantum walk topology (2016) JOSA B, 33, pp. 461-467
• Atala, M., Aidelsburger, M., Barreiro, J., Abanin, D., Kitagawa, T., Demler, E., Bloch, I., Direct measurement of the Zak phase in topological Bloch bands (2013) Nat. Phys, 9, p. 795
• Loredo, J.C., Broome, M.A., Smith, D.H., White, A.G., Observation of entanglement-dependent two-particle holonomic phase (2014) Phys. Rev. Lett, 112
• Cardano, F., D'Errico, A., Dauphin, A., Maffei, M., Piccirillo, B., Lisio, C.D., Filippis, G.D., Marrucci, L., Detection of Zak phases and topological invariants in a chiral quantum walk of twisted photons (2017) Nat. Commun
• Neves, L., Lima, G., Delgado, A., Saavedra, C., Hybrid photonic entanglement: Realization, characterization, and applications (2009) Phys. Rev. A, 80
• Kwiat, P.G., Waks, E., White, A.G., Appelbaum, I., Eberhard, P.H., Ultrabright source of polarizationentangled photons (1999) Phys. Rev. A, 60, p. R773

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