Диссертация (1149995), страница 11
Текст из файла (страница 11)
J. Anderson localization and interactions in onedimensional metals // Phys. Rev. B. — 1988. — jan. — Vol. 37, no. 1. —P. 325–340.32. Furusaki A., Nagaosa N. Single-barrier problem and anderson localization ina one-dimensional interacting electron system // Phys. Rev. B. — 1993. —feb.
— Vol. 47, no. 8. — P. 4631–4643.6933. Kane C. L., Fisher M. P. A. Transmission through barriers and resonanttunneling in an interacting one-dimensional electron gas // Phys. Rev. B. —1992. — Dec. — Vol. 46. — P. 15233–15262.34. Oshikawa M., Chamon C., Affleck I. Junctions of three quantum wires //Journal of Statistical Mechanics: Theory and Experiment.
— 2006. — Vol.2006, no. 02. — P. P02008.35. Junctions of multiple quantum wires with different luttinger parameters /Chang-Yu Hou, Armin Rahmani, Adrian E. Feiguin, Claudio Chamon //Phys. Rev. B. — 2012. — Aug. — Vol. 86. — P. 075451.36. Matveev K. A., Yue D., Glazman L. I. Tunneling in one-dimensional nonluttinger electron liquid // Phys.
Rev. Lett. — 1993. — nov. — Vol. 71,no. 20. — P. 3351–3354.37. Yue D., Glazman L. I., Matveev K. A. Conduction of a weakly interactingone-dimensional electron gas through a single barrier // Phys. Rev. B. —1994. — Jan. — Vol. 49. — P. 1966–1975.38. Lal S., Rao S., Sen D. Junction of several weakly interacting quantum wires: Arenormalization group study // Phys. Rev. B. — 2002. — Oct. — Vol.
66. —P. 165327.39. Das S., Rao S., Sen D. Renormalization group study of the conductances ofinteracting quantum wire systems with different geometries // Phys. Rev.B. — 2004. — Aug. — Vol. 70. — P. 085318.40. Aristov D. N., Wölfle P. Conductance through a potential barrier embeddedin a luttinger liquid: Nonuniversal scaling at strong coupling // Phys. Rev.B.
— 2009. — Jul. — Vol. 80. — P. 045109.41. Aristov D. N., Wölfle P. Chiral y junction of luttinger liquid wires at strongcoupling: Fermionic representation // Phys. Rev. B. — 2013. — Aug. —Vol. 88. — P. 075131.42. Aristov D. N. Constraints on conductances for y-junctions of quantumwires // Phys. Rev. B. — 2011. — Mar. — Vol. 83. — P.
115446.7043. Aristov D. N., Wölfle P. Chiral y junction of luttinger liquid wires at weakcoupling: Lines of stable fixed points // Phys. Rev. B. — 2012. — Jul. —Vol. 86. — P. 035137.44. Dolgopolov V. T. Integer quantum hall effect and related phenomena //Physics-Uspekhi. — 2014. — Vol. 57, no. 2. — P. 105. — Access mode: http://stacks.iop.org/1063-7869/57/i=2/a=105.45. Braunecker B., Bena C., Simon P. Spectral properties of luttinger liquids: Acomparative analysis of regular, helical, and spiral luttinger liquids // Phys.Rev.
B. — 2012. — jan. — Vol. 85, no. 3. — P. 021017.46. Kharitonov M. Interaction-enhanced magnetically ordered insulating state atthe edge of a two-dimensional topological insulator // Phys. Rev. B. —2012. — oct. — Vol. 86, no. 16. — P. 165121.47. Soori A., Das S., Rao S. Magnetic-field-induced fabry-pérot resonances inhelical edge states // Phys. Rev. B. — 2012. — Sep.
— Vol. 86. — P. 125312.48. Generating and controlling spin-polarized currents induced by a quantum spinhall antidot / G. Dolcetto, F. Cavaliere, D. Ferraro, M. Sassetti // Phys. Rev.B. — 2013. — Feb. — Vol. 87. — P. 085425.49. Time-resolved pure spin fractionalization and spin-charge separation in helical luttinger liquid based devices / Alessio Calzona, Matteo Carrega, Giacomo Dolcetto, Maura Sassetti // Phys.Rev.B.
— 2015. — Nov. —Vol. 92. — P. 195414.50. Time-resolved energy dynamics after single electron injection into an interacting helical liquid / Alessio Calzona, Matteo Acciai, Matteo Carrega et al. //Phys. Rev. B. — 2016. — jul. — Vol. 94, no. 3. — P. 035404.51. Chao S.-P., Silotri S. A., Chung C.-H. Nonequilibrium transport of helicalluttinger liquids through a quantum dot // Phys. Rev.
B. — 2013. — Aug. —Vol. 88. — P. 085109.52. Spin textures of strongly correlated spin hall quantum dots / Giacomo Dolcetto, Niccolò Traverso Ziani, Matteo Biggio et al. // physica status solidi71(RRL) - Rapid Research Letters. — 2013. — sep. — Vol. 7, no. 12. — P. 1059–1063.53. Charge fractionalization in quantum wires / Hadar Steinberg, Gilad Barak,Amir Yacoby et al. // Nat Phys.
— 2007. — dec. — Vol. 4, no. 2. — P. 116–119.54. Hur K. L., Halperin B. I., Yacoby A. Charge fractionalization in nonchiralluttinger systems // Annals of Physics. — 2008. — dec. — Vol. 323, no. 12. —P. 3037–3058.55. Safi I., Schulz H. J. Transport in an inhomogeneous interacting onedimensional system // Phys.Rev.B. — 1995.
— Dec. — Vol. 52. —P. R17040–R17043.56. Pham K.-V., Gabay M., Lederer P. Fractional excitations in the luttingerliquid // Physical Review B. — 2000. — jun. — Vol. 61, no. 24. — P. 16397–16422.57. Electron tunneling into a quantum wire in the fabry-pérot regime / Stefano Pugnetti, Fabrizio Dolcini, Dario Bercioux, Hermann Grabert // Phys.Rev. B. — 2009. — jan. — Vol. 79, no. 3. — P. 035121.58.
Das S., Rao S. Spin-polarized scanning-tunneling probe for helical luttingerliquids // Phys. Rev. Lett. — 2011. — Jun. — Vol. 106. — P. 236403.59. Garate I., Le Hur K. Noninvasive probes of charge fractionalization in quantum spin hall insulators // Phys. Rev. B. — 2012. — May.
— Vol. 85. —P. 195465.60. Khanna U., Pradhan S., Rao S. Transport and stm studies of hyperbolicsurface states of topological insulators // Phys. Rev. B. — 2013. — Vol. 87. —P. 245411.61. Transient dynamics of spin-polarized injection in helical luttinger liquids /A. Calzona, M. Carrega, G. Dolcetto, M.
Sassetti // Physica E: Lowdimensional Systems and Nanostructures. — 2015. — Vol. 74. — P. 630 – 636.7262. Santos R. A., Gutman D. B., Carr S. T. Phase diagram of two interactinghelical states // Phys. Rev. B. — 2016. — jun. — Vol. 93, no. 23.
— P. 235436.63. Edge and interfacial states in a two-dimensional topological insulator: Bi(111)bilayer on bi 2 Te 2 Se / Sung Hwan Kim, Kyung-Hwan Jin, Joonbum Parket al. // Physical Review B. — 2014. — apr. — Vol. 89, no. 15. — P. 155436.64. Observation of a helical luttinger liquid in InAs/GaSb quantum spin halledges / Tingxin Li, Pengjie Wang, Hailong Fu et al. // Phys. Rev.
Lett. —2015. — Sep. — Vol. 115. — P. 136804.65. Subnanometre-wide electron channels protected by topology / Christian Pauly, Bertold Rasche, Klaus Koepernik et al. // Nat Phys. — 2015. —Apr. — Vol. 11, no. 4. — P. 338–343.66. Evidence for topological edge states in a large energy gap near the step edgeson the surface ofZrTe5 / R.
Wu, J.-Z. Ma, S.-M. Nie et al. // Phys. Rev.X. — 2016. — may. — Vol. 6, no. 2. — P. 021017.67. Hou C.-Y., Kim E.-A., Chamon C. Corner junction as a probe of helical edgestates // Phys. Rev. Lett. — 2009. — Feb. — Vol. 102. — P. 076602.68. Teo J. C. Y., Kane C. L. Critical behavior of a point contact in a quantumspin hall insulator // Phys. Rev. B.
— 2009. — Jun. — Vol. 79. — P. 235321.69. Ström A., Johannesson H. Tunneling between edge states in a quantum spinhall system // Phys. Rev. Lett. — 2009. — Mar. — Vol. 102. — P. 096806.70. Transport via double constrictions in integer and fractional topological insulators / Chia-Wei Huang, Sam T. Carr, Dmitri Gutman et al. // Phys. Rev.B. — 2013. — Sep. — Vol.
88. — P. 125134.71. Lesovik G. B., Sadovskyy I. A. Scattering matrix approach to the description of quantum electron transport // Physics-Uspekhi. — 2011. — Vol. 54,no. 10. — P. 1007.72. Aristov D. N., Wölfle P. Transport properties of a y junction connecting luttinger liquid wires // Phys. Rev. B. — 2011. — Oct. — Vol. 84. — P. 155426.7373. Aristov D.
N., Wölfle P. Transport through asymmetric two-lead junctionsof luttinger liquid wires // Lithuanian Journal of Physics. — 2012. — Vol. 52,no. 2. — P. 89–95.74. Landau L. D., Lifshitz E. M. Quantum mechanics: non-relativistic theory. —Elsevier, 2013. — Vol. 3.75. Tunneling into a luttinger liquid revisited / D. N. Aristov, A. P. Dmitriev,I.
V. Gornyi et al. // Phys. Rev. Lett. — 2010. — Dec. — Vol. 105. —P. 266404.76. Fabrizio M., Gogolin A. O. Interacting one-dimensional electron gas with openboundaries // Phys. Rev. B. — 1995. — Jun. — Vol. 51. — P. 17827–17841.77. Kazymyrenko K., Douçot B. Regular networks of luttinger liquids // Phys.Rev. B. — 2005. — Feb. — Vol. 71. — P. 075110.78. Saha A.
Electron-electron interaction effects on transport through mesoscopicsuperconducting hybrid junctions // International Journal of Modern PhysicsB. — 2013. — Vol. 27, no. 21. — P. 1330015.79. Auberson G., Martin A., Mennessier G. On the reconstruction of a unitary matrix from its moduli // Communications in Mathematical Physics. —1991. — Vol. 140, no.
![](https://s.studizba.com/z.php?f=/templates/si/i/noavatar.png&w=100&h=100&t=1"){kind=avatar}
