References

[1] Bardeen J, Cooper L N, Schrieffer J R. Theory of superconductivity. Phys Rev, 1957, 108: 1175-1204

[2] Carlson E W, Emery V J, Kivelson S A, et al. Concepts in high temperature superconductivity. In: The Physics of Superconductors. Berlin: Springer, 2004. 275-451

[3] Maldacena J M. The large N limit of superconformal field theories and supergravity. Int J Theor Phys, 1999, 38: 1113-1133

[4] Gubser S S, Klebanov I R, Polyakov A M. Gauge theory correlators from non-critical string theory. Phys Lett B, 1998, 428: 105-114. [arXiv: 9802109 [hep-th]]

[5] Witten E. Anti-de sitter space and holography. Adv TheorMath Phys,1998, 2: 253-291. [arXiv: 9802150 [hep-th]]

[6] Qi X L. Exact holographic mapping and emergent space-time geometry. [arXiv: 1309.6282 [hep-th]]

[7] Horowitz G T. Introduction to holographic superconductors. Lect Notes Phys, 2011, 828: 313-347. [arXiv: 1002.1722 [hep-th]]

[8] Herzog C P. Lectures on holographic superfluidity and superconductivity. J Phys A, 2009, 42: 343001. [arXiv: 0904.1975 [hep-th]]

[9] Iqbal N, Liu H, Mezei M. Lectures on holographic non-Fermi liquids and quantum phase transitions. [arXiv: 1110.3814 [hep-th]]

[10] Musso D. Introductory notes on holographic superconductors. [arXiv: 1401.1504 [hep-th]]

[11] Hartnoll S A, Herzog C P, Horowitz G T. Building a holographic superconductor. Phys Rev Lett, 2008, 101: 031601. [arXiv: 0803.3295 [hep-th]]

[12] Hartnoll S A, Herzog C P, Horowitz G T. Holographic superconductors. J High Energy Phys, 2008, 0812: 015. [arXiv: 0810.1563 [hepth]]

[13] Nishioka T, Ryu S, Takayanagi T. Holographic superconductor/ insulator transition at zero temperature. J High Energy Phys,2010, 1003: 131. [arXiv: 0911.0962 [hep-th]]

[14] Chen J-W, Kao Y-J, Maity D, et al. Towards a holographic model of d-wave superconductors. Phys Rev D, 2010, 81: 106008. [arXiv:1003.2991 [hep-th]]

[15] Benini F, Herzog C P, Rahman R, et al. Gauge gravity duality for d-wave superconductors: Prospects and challenges. J High Energy Phys, 2010, 1011: 137. [arXiv: 1007.1981 [hep-th]]

[16] Mackenzie A P, Maeno Y. P-wave superconductivity. Physica B.2000, 280: 148-153

[17] Gubser S S, Pufu S S. The Gravity dual of a p-wave superconductor. J High Energy Phys, 2008, 0811: 033. [arXiv: 0805.2960 [hep-th]]

[18] Cai R G, He S, Li L, et al. A holographic study on vector condensate induced by a magnetic field. J High Energy Phys, 2013, 1312: 036. [arXiv: 1309.2098 [hep-th]]

[19] Cai R -G, Li L, Li L -F. A holographic p-wave superconductor model. J High Energy Phys, 2014, 1401: 032. [arXiv: 1309.4877 [hep-th]]

[20] Aprile F, Rodriguez-Gomez D, Russo J G. P-wave holographic superconductors and five-dimensional gauged supergravity. J High Energy Phys, 2011, 1101: 056. [arXiv: 1011.2172 [hep-th]]

[21] Donos A, Gauntlett J P. Holographic helical superconductors. J High Energy Phys, 2011, 1112: 091. [arXiv: 1109.3866 [hep-th]]

[22] Donos A, Gauntlett J P. Helical superconducting black holes. Phys Rev Lett, 2012, 108: 211601. [arXiv: 1203.0533 [hep-th]]

[23] Denef F, Hartnoll S A. Landscape of superconducting membranes. Phys Rev D, 2009, 79: 126008. [arXiv: 0901.1160 [hep-th]]

[24] Gubser S S, Herzog C P, Pufu S S, et al. Superconductors from superstrings. Phys Rev Lett, 2009, 103: 141601. [arXiv: 0907.3510 [hep-th]]

[25] Gauntlett J P, Sonner J, Wiseman T. Holographic superconductivity in M-Theory. Phys Rev Lett, 2009, 103: 151601. [arXiv: 0907.3796 [hep-th]]

[26] Gubser S S, Pufu S S, Rocha F D. Quantum critical superconductors in string theory and M-theory. Phys Lett B, 2010, 683: 201-204. [arXiv: 0908.0011 [hep-th]]

[27] Gauntlett J P, Sonner J, Wiseman T. Quantum criticality and holographic superconductors in M-theory. J High Energy Phys, 2010,1002: 060. [arXiv: 0912.0512 [hep-th]]

[28] Kalyana R S, Sarkar S, Sathiapalan B, et al. Strong coupling BCS superconductivity and holography. Nucl Phys B, 2011, 852: 634-680. [arXiv: 1104.2843 [hep-th]]

[29] Bobev N, Kundu A, Pilch K, et al. Minimal holographic superconductors from maximal supergravity. J High Energy Phys, 2012, 1203:064. [arXiv: 1110.3454 [hep-th]]

[30] Ginzburg V L, Landau L D. On the theory of superconductivity. Zh Eksp Teor Fiz, 1950, 20: 1064-1082

[31] Cyrot M. Ginzburg-Landau theory for superconductors. Rep Prog Phys, 1973, 36: 103

[32] Weinberg S. Superconductivity for particular theorists. Prog Theor Phys Supp, 1986, 86: 43-53

[33] Kachru S, Liu X, Mulligan M. Gravity duals of Lifshitz-like fixed points. Phys Rev D, 2008, 78: 106005. [arXiv: 0808.1725 [hep-th]]

[34] Son D T. Toward an AdS/cold atoms correspondence: A geometric realization of the schrodinger symmetry. Phys Rev D, 2008, 78:046003. [arXiv: 0804.3972 [hep-th]]

[35] Balasubramanian K, McGreevy J. Gravity duals for non-relativistic CFTs. Phys Rev Lett, 2008, 101: 061601. [arXiv: 0804.4053 [hepth]]

[36] Charmousis C, Gouteraux B, Kim B S, et al. Effective holographic theories for low-temperature condensed matter systems. J High Energy Phys, 2010, 1011: 151. [arXiv: 1005.4690 [hep-th]]

[37] Gouteraux B, Kiritsis E. Generalized holographic quantum criticality at finite density. J High Energy Phys, 2011, 1112: 036. [arXiv:1107.2116 [hep-th]]

[38] Huijse L, Sachdev S, Swingle B. Hidden fermi surfaces in compressible states of gauge-gravity duality. Phys Rev B, 2012, 85: 035121. [arXiv: 1112.0573 [cond-mat.str-el]]

[39] Dong X, Harrison S, Kachru S, et al. Aspects of holography for theories with hyperscaling violation. J High Energy Phys, 2012, 1206:041. [arXiv: 1201.1905 [hep-th]]

[40] Kim B S. Schr´odinger holography with and without hyperscaling violation. J High Energy Phys, 2012, 1206: 116. [arXiv: 1202.6062 [hep-th]]

[41] Breitenlohner P, Freedman D Z. Stability in gauged extended supergravity. Annals Phys, 1982, 144: 249-281

[42] Peet A W, Polchinski J. UV/IR relations in AdS dynamics. Phys Rev D, 1999, 59: 065011. [arXiv: 9809022 [hep-th]]

[43] Balasubramanian V, Kraus P. A Stress tensor for Anti-de Sitter gravity. Commun Math Phys, 1999, 208: 413-428. [arXiv: 9902121 [hep-th]]

[44] Bianchi M, Freedman D Z, Skenderis K. How to go with an RG flow. J High Energy Phys, 2001, 0108: 041. [arXiv: 0105276 [hep-th]]

[45] Bianchi M, Freedman D Z, Skenderis K. Holographic renormalization. Nucl Phys B, 2002, 631: 159-194. [arXiv: 0112119 [hep-th]]

[46] Son D T, Starinets A O. Minkowski space correlators in AdS/CFT correspondence: Recipe and applications. J High Energy Phys, 2002,0209: 042. [arXiv: 0205051 [hep-th]]

[47] Herzog C P, Son D T. Schwinger-Keldysh propagators from AdS/CFT correspondence. J High Energy Phys, 2003, 0303: 046. [arXiv:0212072 [hep-th]]

[48] Skenderis K, van Rees B C. Real-time gauge/gravity duality. Phys Rev Lett, 2008, 101: 081601. [arXiv: 0805.0150 [hep-th]]

[49] Klebanov I R, Witten E. AdS/CFT correspondence and symmetry breaking. Nucl Phys B, 1999, 556: 89-114. [arXiv: 9905104 [hepth]]

[50] Witten E. Multitrace operators, boundary conditions, and AdS/CFT correspondence. [arXiv: 0112258 [hep-th]]

[51] Berkooz M, Sever A, Shomer A. 'Double trace' deformations, boundary conditions and space-time singularities. J High Energy Phys,2002, 0205: 034. [arXiv: 0112264 [hep-th]]

[52] Hawking S W. Breakdown of predictability in gravitational collapse. Phys Rev D, 1976, 14: 2460-2473

[53] Hawking S W. Information loss in black holes. Phys Rev D, 2005,72: 084013. [arXiv: 0507171 [hep-th]]

[54] Hawking S W. Information preservation and weather forecasting for black holes. [arXiv: 1401.5761 [hep-th]]

[55] Aharony O, Gubser S S,Maldacena J M, et al. Large N field theories, string theory and gravity. Phys Rept, 2000, 323: 183-386. [arXiv:9905111 [hep-th]]

[56] Hartnoll S A. Lectures on holographic methods for condensed matter physics. Class Quant Grav, 2009, 26: 224002. [arXiv: 0903.3246 [hep-th]]

[57] McGreevy J. Holographic duality with a view toward many-body physics. Adv High Energy Phys, 2010, 2010: 723105. [arXiv:0909.0518 [hep-th]]

[58] Casalderrey-Solana J, Liu H, Mateos D, et al. Gauge/String duality, hot QCD and heavy ion collisions. [arXiv: 1101.0618 [hep-th]]

[59] Adams A, Carr L D, Sch f er T, et al. Strongly correlated quantum fluids: Ultracold quantum gases, quantum chromodynamic plasmas, and holographic duality. New J, Phys, 2012, 14: 115009. [arXiv:1205.5180 [hep-th]]

[60] Sachdev S.What can gauge-gravity duality teach us about condensed matter physics? Ann Rev Condensed Matter Phys, 2012, 3: 9-33. [arXiv: 1108.1197 [cond-mat.str-el]]

[61] Franco S, Garcia-Garcia A, Rodriguez-Gomez D. A general class of holographic superconductors. J High Energy Phys, 2010, 1004: 092. [arXiv: 0906.1214 [hep-th]]

[62] Aprile F, Russo J G. Models of holographic superconductivity. Phys Rev D, 2010, 81: 026009. [arXiv: 0912.0480 [hep-th]]

[63] Aprile F, Franco S, Rodriguez-Gomez D, et al. Phenomenological models of holographic superconductors and hall currents. J High Energy Phys, 2010, 1005: 102. [arXiv: 1003.4487 [hep-th]]

[64] Liu Y, Sun Y W. Holographic superconductors from einsteinmaxwell- dilaton gravity. J High Energy Phys, 2010, 1007: 099. [arXiv: 1006.2726 [hep-th]]

[65] Chen S, Pan Q, Jing J. Holographic superconductor models in the non-minimal derivative coupling theory. Chin Phys B, 2012, 21:040403. [arXiv: 1012.3820 [gr-qc]]

[66] Peng Y, Pan Q, Wang B. Various types of phase transitions in the AdS soliton background. Phys Lett B, 2011, 699: 383-387. [arXiv:1104.2478 [hep-th]]

[67] Bigazzi F, Cotrone A L, Musso D, et al. Unbalanced holographic superconductors and spintronics. J High Energy Phys, 2012, 1202: 078. [arXiv: 1111.6601 [hep-th]]

[68] Dey A, Mahapatra S, Sarkar T. Generalized holographic superconductors with higher derivative couplings. J High Energy Phys, 2014,1406: 147. [arXiv: 1404.2190 [hep-th]]

[69] Arean D, Tarrio J. Bifundamental superfluids from holography. [arXiv: 1501.02804 [hep-th]]

[70] Gubser S S. Breaking an Abelian gauge symmetry near a black hole horizon. Phys Rev D, 2008, 78: 065034. [arXiv: 0801.2977 [hep-th]]

[71] Faulkner T, Horowitz G T, Roberts M M. Holographic quantum criticality from multi-trace deformations. J High Energy Phys, 2011,1104: 051. [arXiv: 1008.1581 [hep-th]]

[72] Horowitz G T, Roberts M M. Holographic superconductors with various condensates. Phys Rev D, 2008, 78: 126008. [arXiv: 0810.1077 [hep-th]]

[73] Horowitz G T, Roberts M M. Zero temperature limit of holographic superconductors. J High Energy Phys, 2009, 0911: 015. [arXiv:0908.3677 [hep-th]]

[74] Maeda K, Okamura T. Characteristic length of an AdS/CFT superconductor. Phys Rev D, 2008, 78: 106006. [arXiv: 0809.3079 [hep-th]]

[75] Maeda K, Natsuume M, Okamura T. Vortex lattice for a holographic superconductor. Phys Rev D, 2010, 81: 026002. [arXiv: 0910.4475 [hep-th]]

[76] Faulkner T, Horowitz G T, McGreevy J, et al. Photoemission ‘experiments' on holographic superconductors. J High Energy Phys, 2010,1003: 121. [arXiv: 0911.3402 [hep-th]]

[77] Bagrov A, Meszena B, Schalm K. Pairing induced superconductivity in holography. J High Energy Phys, 2014, 1409: 106. [arXiv:1403.3699 [hep-th]]

[78] Horowitz G T, Way B. Complete phase diagrams for a holographic superconductor/insulator system. J High Energy Phys, 2010, 1011:011. [arXiv: 1007.3714 [hep-th]]

[79] Cai R G, He S, Li L, et al. Holographic entanglement entropy in insulator/ superconductor transition. J High Energy Phys, 2012, 1207:088. [arXiv: 1203.6620 [hep-th]]

[80] Cai R G, He S, Li L, et al. Entanglement entropy and wilson loop in St&c#250;kelberg holographic insulator/superconductor model. J High Energy Phys, 2012, 1210: 107. [arXiv: 1209.1019 [hep-th]]

[81] Yao W, Jing J. Holographic entanglement entropy in insulator/ superconductor transition with Born-Infeld electrodynamics. J High Energy Phys, 2014, 1405: 058. [arXiv: 1401.6505 [hep-th]]

[82] Basu P, He J,Mukherjee A, et al. Hard-gapped holographic superconductors. Phys Lett B, 2010, 689: 45-50. [arXiv: 0911.4999 [hep-th]]

[83] Roberts M M, Hartnoll S A. Pseudogap and time reversal breaking in a holographic superconductor. J High Energy Phys, 2008, 0808: 035. [arXiv: 0805.3898 [hep-th]]

[84] Akhavan A, Alishahiha M. P-wave holographic insulator/ superconductor phase transition. Phys Rev D, 2011, 83:086003. [arXiv: 1011.6158 [hep-th]]

[85] Ammon M, Erdmenger J, Kerner P, et al. Black hole instability induced by a magnetic field. Phys Lett B, 2011, 706: 94-99. [arXiv:1106.4551 [hep-th]]

[86] Bu Y-Y, Erdmenger J, Shock J P, et al. Magnetic field induced lattice ground states from holography. J High Energy Phys, 2013, 1303:165. [arXiv: 1210.6669 [hep-th]]

[87] Ammon M, Erdmenger J, Kaminski M, et al. Superconductivity from gauge/gravity duality with flavor. Phys Lett B, 2009, 680: 516-520. [arXiv: 0810.2316 [hep-th]]

[88] Basu P, He J, Mukherjee A, et al. Superconductivity from D3/D7: Holographic pion superfluid. J High Energy Phys, 2009, 0911: 070. [arXiv: 0810.3970 [hep-th]]

[89] Ammon M, Erdmenger J, Kaminski M, et al. Flavor superconductivity from gauge/gravity duality. J High Energy Phys, 2009, 0910: 067. [arXiv: 0903.1864 [hep-th]]

[90] Ammon M, Erdmenger J, Grass V, et al. On holographic p-wave superfluids with back-reaction. Phys Lett B, 2010, 686: 192-198. [arXiv: 0912.3515 [hep-th]]

[91] Cai R-G, Nie Z-Y, Zhang H-Q. Holographic phase transitions of pwave superconductors in Gauss-Bonnet gravity with back-reaction. Phys Rev D, 2011, 83: 066013. [arXiv: 1012.5559 [hep-th]]

[92] Cai R-G, Nie Z-Y, Zhang H-Q. Holographic p-wave superconductors from Gauss-Bonnet gravity. Phys Rev D, 2010, 82: 066007. [arXiv:1007.3321 [hep-th]]

[93] Pando Zayas L A, Reichmann D. A holographic chiral px + ipy superconductor. Phys Rev D, 2012, 85: 106012. [arXiv: 1108.4022 [hep-th]]

[94] Cai R-G, He S, Li L, et al. Holographic entanglement entropy on p-wave superconductor phase transition. J High Energy Phys, 2012,1207: 027. [arXiv: 1204.5962 [hep-th]]

[95] Arias R E, Landea I S. Backreacting p-wave superconductors. J High Energy Phys, 2013, 1301: 157. [arXiv: 1210.6823 [hep-th]]

[96] Cai R-G, Li L, Li L-F, et al. Entanglement entropy in holographic p-wave superconductor/insulator model. J High Energy Phys, 2013,1306: 063. [arXiv: 1303.4828 [hep-th]]

[97] Djukanovic D, Schindler M R, Gegelia J, et al. Quantum electrodynamics for vector mesons. Phys Rev Lett, 2005, 95: 012001. [arXiv: hep-ph/0505180]

[98] Young J A, Bludman S A. Electromagnetic properties of a charged vector meson. Phys Rev, 1963, 131: 2326-2334

[99] Mark Rasolt. Superconductivity in high magnetic fields. Phys Rev Lett, 1987, 58: 1482

[100] Rasolt M, Tesanovic Z. Theoretical aspects of superconductivity in very high magnetic fields. Rev Mod Phys, 1992, 64: 709-754

[101] Levy F, Sheikin I, Grenier B, et al. Magnetic field-induced superconductivity in the ferromagnet URhGe. Science, 2005, 309: 1343-1346

[102] Uji S, Shinagawa H, Terashima T, et al. Magnetic-field-induced superconductivity in a two-dimensional organic conductor. Nature,2010, 410: 908-910

[103] Cai R G, Li L, Li L F, et al. Vector condensate and AdS soliton instability induced by a magnetic field. J High Energy Phys, 2014, 1401:045. [arXiv: 1311.7578 [hep-th]]

[104] Chernodub M N. Superconductivity of QCD vacuum in strong magnetic field. Phys Rev D, 2010, 82: 085011. [arXiv: 1008.1055 [hepph]]

[105] Chernodub M N. Spontaneous electromagnetic superconductivity of vacuum in strong magnetic field: evidence from the Nambu- Jona-Lasinio model. Phys Rev Lett, 2011, 106: 142003. [arXiv:1101.0117 [hep-ph]]

[106] Cai R-G, Li L, Li L-F, et al. Towards complete phase diagrams of a holographic p-wave superconductor model. J High Energy Phys,2014, 1404: 016. [arXiv: 1401.3974 [gr-qc]]

[107] Maslov V P. Zeroth-order phase transitions. Mathematical Notes,2004, 76: 697-710

[108] Zeng H B. Possible anderson localization in a holographic superconductor. Phys Rev D, 2013, 88: 126004. [arXiv: 1310.5753 [hep-th]]

[109] Zeng H B, Zhang H Q. Zeroth order phase transition in a holographic superconductor with single impurity. arXiv: 1411.3955 [hep-th]

[110] Chaturvedi P, Sengupta G. P-wave holographic superconductors from born-infeld black holes. arXiv: 1501.06998 [hep-th]

[111] Kordyuk A A. Iron-based superconductors: Magnetism, superconductivity, and electronic structure. Low Temp Phys, 2012, 38: 888-899

[112] Chubukov A. Pairing mechanism in Fe-based superconductors. Annu Rev Condens Matter Phys, 2012, 3: 57-92

[113] Yuan H Q, Grosche F M, Deppe M, et al. Observation of two distinct superconducting phases in CeCu2Si2. Science, 2003, 302: 2104-2107

[114] Fulde P, Ferrell R A. Superconductivity in a strong spin-exchange field. Phys Rev A, 1964, 135: 550-563

[115] larkin A I, Ovchinnikov Y N. Nonuniform state of superconductors. Zh Eksp Teor Fiz, 1964, 47: 1136-1146. [Sov Phys JETP, 1965, 20:762]

[116] Donos A, Gauntlett J P, Pantelidou C. Competing p-wave orders. Class Quant Grav, 2014, 31: 055007. [arXiv: 1310.5741 [hep-th]]

[117] Hirschfeld P J, Putikka W O, Scalapino D J. Microwave conductivity of d-wave superconductors. Phys Rev Lett, 1993, 71: 3705

[118] Benini F, Herzog C P, Yarom A. Holographic Fermi arcs and a d-wave gap. Phys Lett B, 2011, 701: 626-629. [arXiv: 1006.0731 [hep-th]]

[119] Chen J W, Liu Y S, Maity D. d + id holographic superconductors. J High Energy Phys 2011, 1105: 032. [arXiv: 1103.1714 [hep-th]]

[120] Kim K -Y, Taylor M. Holographic d-wave superconductors. J High Energy Phys, 2013, 1308: 112. [arXiv: 1304.6729 [hep-th]]

[121] Norman M R. The challenge of unconventional superconductivity. Science, 2011, 332: 196-200

[122] Berg E, Fradkin E, Kivelson S A, et al. Striped superconductors: How spin, charge and superconducting orders intertwine in the cuprates. New J Phys, 2009, 11: 115004

[123] Zaanen J. A Modern, but way too short history of the theory of superconductivity at a high temperature. [arXiv: 1012.5461 [condmat. supr-con]]

[124] Cai R G, Li L, Li L F, et al. Competition and coexistence of order parameters in holographic multi-band superconductors. J High Energy Phys, 2013, 1309: 074. [arXiv: 1307.2768 [hep-th]]

[125] Nie Z Y, Cai R G, Gao X, et al. Competition between the s-wave and p-wave superconductivity phases in a holographic model. J High Energy Phys, 2013, 1311: 087. [arXiv: 1309.2204 [hep-th]]

[126] Amado I, Arean D, Jimenez-Alba A, et al. Holographic s+p superconductors. Phys Rev D, 2014, 89: 026009. [arXiv: 1309.5086 [hepth]]

[127] Li L F, Cai R G, Li L, et al. Competition between s-wave order and d-wave order in holographic superconductors. J High Energy Phys,2014, 1408: 164. [arXiv: 1405.0382 [hep-th]]

[128] Nishida M. Phase diagram of a holographic superconductor model with s-wave and d-wave. J High Energy Phys, 2014, 1409: 154. [arXiv: 1403.6070 [hep-th]]

[129] Basu P, He J, Mukherjee A, et al. Competing holographic orders. J High Energy Phys, 2010, 1010: 092. [arXiv: 1007.3480 [hep-th]]

[130] Musso D. Competition/Enhancement of two probe order parameters in the unbalanced holographic superconductor. J High Energy Phys,2013, 1306: 083. [arXiv: 1302.7205 [hep-th]]

[131] Liu Y, Schalm K, Sun Y W, et al. Bose-Fermi competition in holographic metals. J High Energy Phys, 2013, 1310: 064. [arXiv:1307.4572 [hep-th]]

[132] Amoretti A, Braggio A, Maggiore N, et al. Coexistence of two vector order parameters: a holographic model for ferromagnetic superconductivity. J High Energy Phys, 2014, 1401: 054. [arXiv: 1309.5093 [hep-th]]

[133] Wen W Y, Wu M S, Wu S Y. A holographic model of two-band superconductor. Phys Rev D, 2014, 89: 066005. [arXiv: 1309.0488 [hep-th]]

[134] Donos A, Gauntlett J P, Sonner J, et al. Competing orders in Mtheory: Superfluids, stripes and metamagnetism. J High Energy Phys,2013, 1303: 108. [arXiv: 1212.0871 [hep-th]]

[135] Silaev M, Babaev E. Microscopic derivation of two-component Ginzburg-Landau model and conditions of its applicability in twoband systems. Phys Rev B, 2012, 85: 134514. [arXiv: 1110.1593 [cond-mat]]

[136] Shanenko A A, Miloševi? M V, Peeters F M, et al. Extended Ginzburg-Landau formalism for two-band superconductors. Phys Rev Lett, 2011, 106: 047005. [arXiv:1101.0971 [cond-mat.suprcon]]

[137] Vagov A, Shanenko A A, Miloševi? M V, et al. Two-band superconductors: Extended Ginzburg-Landau formalism by a systematic expansion in small deviation from the critical temperature. Phys Rev B, 2012, 86: 144514. [arXiv: 1207.6297 [cond-mat.supr-con]]

[138] Carlstrom J, Babaev E, Speight M. Type-1.5 superconductivity in multiband systems: Effects of interband couplings. Phys Rev B,2011, 83: 174509. [arXiv: 1009.2196 [cond-mat.supr-con]]

[139] Buzea C, Yamashita T. Review of superconducting properties of MgB2. Supercond Sci Technol, 2001, 14: R115-R146. [arXiv: condmat/0108265 [cond-mat.supr-con]]

[140] Hirschfeld P J, Korshunov M M, Mazin I I. Gap symmetry and structure of Fe-based superconductors. Rep Prog Phys, 2011, 74: 124508. [arXiv: 1106.3712 [cond-mat.supr-con]]

[141] Johnston David C. The puzzle of high temperature superconductivity in layered iron pnictides and chalcogenides. Adv Phys, 2010, 59:803-1061. [arXiv: 1005.4392 [cond-mat.supr-con]]

[142] Stewart G R. Superconductivity in iron compounds. Rev Mod Phys,2011, 83: 1589-1652. [arXiv: 1106.1618 [cond-mat.supr-con]]

[143] Nie Z Y, Cai R G, Gao X, et al. Phase transitions in a holographic s+p model with backreaction. [arXiv: 1501.00004 [hep-th]]

[144] Goswami P, Roy B. Axionic superconductivity in three dimensional doped narrow gap semiconductors. Phys Rev B, 2014, 90:041301(R). [arXiv: 1307.3240 [cond-mat.supr-con]]

[145] Lonzarich G G, Saxena S S, Agarwal P, et al. Superconductivity on the border of itinerant-electron ferromagnetism in UGe2. Nature,2000, 406: 587-592

[146] Aoki D, Huxley A, Ressouche E, et al. Coexistence of superconductivity and ferromagnetism in URhGe. Nature, 2001, 413: 613-616

[147] Huy N T, Gasparini A, de Nijs D E, et al. Superconductivity on the border of weak itinerant ferromagnetism in UCoGe. Phys Rev Lett,2007, 99: 067006

[148] Pfleiderer C, Uhlarz M, Hayden S M, et al. Coexistence of superconductivity and ferromagnetism in the d-band metal ZrZn2. Nature,2001, 412: 58-61

[149] Uzunov D I. Theory of ferromagnetic unconventional superconductors with spin-triplet electron pairing. [arXiv: 1204.1007v2 [condmat]]

[150] Machida K, Ohmi T. Theory of ferromagnetic superconductivity. Phys Rev Lett, 2001, 86: 850. [arXiv: 0008245 [cond-mat]]

[151] Andriy Nevidomskyy H. Coexistence of ferromagnetism and superconductivity close to a quantum phase transition: The heisenbergto ising-type crossover. Phys Rev Lett, 2005, 94: 097003. [arXiv:0412247 [cond-mat]]

[152] Iqbal N, Liu H, Mezei M, et al. Quantum phase transitions in holographic models of magnetism and superconductors. Phys Rev D,2010, 82: 045002. [arXiv: 1003.0010 [hep-th]]

[153] Cai R-G, Yang R-Q. Paramagnetism-Ferromagnetism phase transition in a dyonic black hole. Phys Rev D, 2014, 90: 081901. [arXiv:1404.2856 [hep-th]]

[154] Cai R G, Yang R Q. Coexistence and competition of ferromagnetism and p-wave superconductivity in holographic model. Phys Rev D,2015, 91: 026001. [arXiv: 1410.5080 [hep-th]]

[155] Cai R G, Yang R Q, Kusmartsev F V. A holographic model for antiferromagnetic quantum phase transition induced by magnetic field. [arXiv: 1501.04481 [hep-th]]

[156] Cai R-G, Zhang Y-Z. Black plane solutions in four-dimensional space-times. Phys Rev D, 1996, 54: 4891-4898. [arXiv: 9609065 [gr-qc]]

[157] Anninos D, Hartnoll S A, Iqbal N. Holography and the Coleman- Mermin-Wagner theorem. Phys Rev D, 2010, 82: 066008. [arXiv:1005.1973 [hep-th]]

[158] Herzog C P, Kovtun P K, Son D T. Holographic model of superfluidity. Phys Rev D, 2009, 79: 066002. [arXiv: 0809.4870 [hep-th]]

[159] Brihaye Y, Hartmann B. Holographic superfluid/fluid/insulator phase transitions in 2+1 dimensions. Phys Rev D, 2011, 83: 126008. [arXiv: 1101.5708 [hep-th]]

[160] Arean D, Bertolini M, Krishnan C, et al. Type IIB holographic superfluid flows. J High Energy Phys, 2011, 1103: 008. [arXiv: 1010.5777 [hep-th]]

[161] Wu Y B, Lu J W, Zhang W X, et al. Holographic p-wave superfluid. Phys Rev D, 2014, 90: 126006. [arXiv: 1410.5243 [hep-th]]

[162] Domenech O, Montull M, Pomarol A, et al. Emergent gauge fields in holographic superconductors. J High Energy Phys, 2010, 1008: 033. [arXiv: 1005.1776 [hep-th]]

[163] Gao X, Kaminski M, Zeng H B, et al. Non-equilibrium field dynamics of an honest holographic superconductor. J High Energy Phys,2012, 1211: 112. [arXiv: 1204.3103 [hep-th]]

[164] Flauger R, Pajer E, Papanikolaou S. A striped holographic superconductor. Phys Rev D, 2011, 83: 064009. [arXiv: 1010.1775 [hep-th]]

[165] Horowitz G T, Santos J E. General relativity and the cuprates. [arXiv:1302.6586 [hep-th]]

[166] Dias Ó J C, Horowitz G T, Iqbal N, et al. Vortices in holographic superfluids and superconductors as conformal defects. J High Energy Phys, 2014, 1404: 096. [arXiv: 1311.3673 [hep-th]]

[167] Zeng H B, Wu J P. Holographic superconductors from the massive gravity. Phys Rev D, 2014, 90: 046001. [arXiv: 1404.5321 [hep-th]]

[168] Koga J I,Maeda K, Tomoda K. Holographic superconductor model in a spatially anisotropic background. Phys Rev D, 2014, 89: 104024. [arXiv: 1401.6501 [hep-th]]

[169] Ling Y, Liu P, Niu C, et al. Holographic superconductor on Q-lattice. [arXiv: 1410.6761 [hep-th]]

[170] Arean D, Farahi A, Pando Zayas L A, et al. Holographic superconductor with disorder. Phys Rev D, 2014, 89: 106003. [arXiv:1308.1920 [hep-th]]

[171] Erdmenger J, Herwerth B, Klug S, et al. S-Wave superconductivity in anisotropic holographic insulators. [arXiv: 1501.07615 [hep-th]]

[172] Kim K Y, Kim K K, Park M. A simple holographic superconductor with momentum relaxation. [arXiv: 1501.00446 [hep-th]]

[173] Horowitz G T, Santos J E,Way B. A holographic josephson junction. Phys Rev Lett, 2011, 106: 221601. [arXiv: 1101.3326 [hep-th]]

[174] Wang Y Q, Liu Y X, Zhao Z H. Holographic josephson junction in3+1 dimensions. [arXiv: 1104.4303 [hep-th]]

[175] Siani M. On inhomogeneous holographic superconductors. [arXiv:1104.4463 [hep-th]]

[176] Wang Y Q, Liu Y X, Zhao Z H. Holographic p-wave josephson junction. [arXiv: 1109.4426 [hep-th]]

[177] Wang Y Q, Liu Y X, Cai R G, et al. Holographic SIS josephson junction. J High Energy Phys, 2012, 1209: 058. [arXiv: 1205.4406 [hep-th]]

[178] Rozali M, Vincart-Emard A. Chiral edge currents in a holographic josephson junction. J High Energy Phys, 2014, 1401: 003. [arXiv:1310.4510 [hep-th]]

[179] Cai R G, Wang Y Q, Zhang H Q. A holographic model of SQUID. J High Energy Phys, 2014, 1401: 039. [arXiv: 1308.5088 [hep-th]]

[180] Takeuchi S. Holographic superconducting quantum interference device. [arXiv: 1309.5641 [hep-th]]

[181] Kiritsis E, Niarchos V. Josephson junctions and AdS/CFT networks. J High Energy Phys, 2011, 1107: 112. [Erratum-ibid, 2011, 1110:095]. [arXiv: 1105.6100 [hep-th]]

[182] Li H F, Li L, Wang Y Q, et al. Non-relativistic josephson junction from holography. J High Energy Phys, 2014, 1412: 099. [arXiv:1410.5578 [hep-th]]

[183] Murata K, Kinoshita S, Tanahashi N. Non-equilibrium condensation process in a holographic superconductor. J High Energy Phys, 2010,1007: 050. [arXiv: 1005.0633 [hep-th]]

[184] Bhaseen M J, Gauntlett J P, Simons B D, et al. Holographic superfluids and the dynamics of symmetry breaking. Phys Rev Lett, 2013,110: 015301. [arXiv: 1207.4194 [hep-th]]

[185] Sonner J, del Campo A, Zurek W H. Universal far-from-equilibrium dynamics of a holographic superconductor. [arXiv: 1406.2329 [hepth]]

[186] Bai X, Lee B H, Li L, et al. Time evolution of entanglement entropy in quenched holographic superconductors. [arXiv: 1412.5500 [hepth]]

[187] Adams A, Chesler P M, Liu H. Holographic vortex liquids and superfluid turbulence. Science, 2013, 341: 368-372. [arXiv: 1212.0281 [hep-th]]

[188] Gao X, Garcia-Garcia A M, Zeng H B, et al. Normal modes and time evolution of a holographic superconductor after a quantum quench. J High Energy Phys 2014, 1406: 019. [arXiv: 1212.1049 [hep-th]]

[189] Li W-J, Tian Y, Zhang H-B. Periodically driven holographic superconductor. J High Energy Phys, 2013, 1307: 030. [arXiv: 1305.1600 [hep-th]]

[190] Garc a -Garc a A M, Zeng H B, Zhang H Q. A thermal quench induces spatial inhomogeneities in a holographic superconductor. J High Energy Phys, 2014, 1407: 096. [arXiv: 1308.5398 [hep-th]]

[191] Chesler PM, Garcia-Garcia AM, Liu H. Far-from-equilibrium coarsening, defect formation, and holography. [arXiv: 1407.1862 [hep-th]]

[192] Du Y, Niu C, Tian Y, et al. Holographic vortex pair annihilation insuperfluid turbulence. [arXiv: 1412.8417 [hep-th]]

[193] Herzog C P. An analytic holographic superconductor. Phys Rev D,2010, 81: 126009. [arXiv: 1003.3278 [hep-th]]

[194] Siopsis G, Therrien J. Analytic calculation of properties of holographic superconductors. J High Enegry Phys, 2010, 1005: 013. [arXiv: 1003.4275 [hep-th]]

[195] Zeng H B, Gao X, Jiang Y, et al. Analytical computation of critical exponents in several holographic superconductors. J High Energy Phys, 2011, 1105: 002. [arXiv: 1012.5564 [hep-th]]

[196] Cai R G, Li H F, Zhang H Q. Analytical studies on holographic insulator/ superconductor phase transitions. Phys Rev D, 2011, 83: 126007. [arXiv: 1103.5568 [hep-th]]

[197] Momeni D, Nakano E, Setare M R, et al. Analytical study of critical magnetic field in a holographic superconductor. Int J Mod Phys A,2013, 28: 1350024. [arXiv: 1108.4340 [hep-th]]

[198] Zeng X X, Liu X M, LiuWB. Analytic treatment on stimulated holographic superconductors. Int J Mod Phys A, 2012, 27: 1250010.

[199] Pan Q, Jing J, Wang B, et al. Analytical study on holographic superconductors with backreactions. J High Energy Phys, 2012, 1206087. [arXiv: 1205.3543 [hep-th]]

[200] Gangopadhyay S, Roychowdhury D. Analytic study of properties of holographic p-wave superconductors. J High Energy Phys, 2012,1208: 104. [arXiv: 1207.5605 [hep-th]]

[201] Huang W H. Analytic study of first-order phase transition in holographic superconductor and superfluid. Int J Mod Phys A, 2013, 28:1350140. [arXiv: 1307.5614 [hep-th]]

[202] Banerjee R, Gangopadhyay S, Roychowdhury D, et al. Holographic s-wave condensate with nonlinear electrodynamics: A nontrivial boundary value problem. Phys Rev D, 2013, 87: 104001. [arXiv:1208.5902 [hep-th]]

[203] Momeni D, Raza M, Myrzakulov R. Analytical coexistence of s, p, s + p phases of a holographic superconductor. [arXiv:1310.1735 [hepth]]

[204] Lu J W, Wu Y B, Qian P, et al. Lifshitz scaling effects on holographic superconductors. Nucl Phys B, 2014, 887: 112-135. [arXiv:1311.2699 [hep-th]]

[205] Horowitz G T, Polchinski J. Gauge/Gravity Duality. In: Oriti D, ed. Approaches to Quantum Gravity. Cambridge: Cambridge University Press, 2006. 169-186. [arXiv: 0602037 [gr-qc]]

[206] Lee S S. A Non-Fermi Liquid from a Charged Black Hole: A Critical Fermi Ball. Phys Rev D, 2009, 79: 086006. [arXiv: 0809.3402 [hep-th]]

[207] Liu H, McGreevy J, Vegh D. Non-Fermi liquids from holography. Phys Rev D, 2011, 83: 065029. [arXiv:0903.2477 [hep-th]]

[208] Cubrovic M, Zaanen J, Schalm K. String theory, quantum phase transitions and the emergent fermi-liquid. Science, 2009, 325: 439-444. [arXiv: 0904.1993 [hep-th]]

[209] Faulkner T, Liu H, McGreevy J, et al. Emergent quantum criticality, Fermi surfaces, and AdS(2). Phys Rev D, 2011, 83: 125002. [arXiv:0907.2694 [hep-th]]

[210] Faulkner T, Polchinski J. Semi-holographic fermi liquids. J High Energy Phys, 201, 1106: 012. [arXiv: 1001.5049 [hep-th]]

[211] Davis J L, Kraus P, Shah A. Gravity dual of a quantum hall plateau transition. J High Energy Phys, 2008, 0811: 020. [arXiv: 0809.1876 [hep-th]]

[212] Fujita M, LiW, Ryu S, et al. Fractional quantum hall effect via holography: Chern-simons, edge states, and hierarchy. J High Energy Phys,2009, 0906: 066. [arXiv: 0901.0924 [hep-th]]

[213] Bergman O, Jokela N, Lifschytz G, et al. Quantum hall effect in a holographic model. J High Energy Phys, 2010, 1010: 063. [arXiv:1003.4965 [hep-th]]

[214] Hartnoll S A, Polchinski J, Silverstein E, et al. Towards strange metallic holography. J High Energy Phys, 2010, 1004: 120. [arXiv:0912.1061 [hep-th]]

[215] Faulkner T, Iqbal N, Liu H, et al. From black holes to strange metals. [arXiv: 1003.1728 [hep-th]]

[216] Kim B S, Kiritsis E, Panagopoulos C. Holographic quantum criticality and strange metal transport. New J Phys, 2012, 14: 043045. [arXiv: 1012.3464 [cond-mat.str-el]]

[217] Davison R A, Schalm K, Zaanen J. Holographic duality and the resistivity of strange metals. Phys Rev B, 2014, 89: 245116. [arXiv:1311.2451 [hep-th]]

[218] Hoyos-Badajoz C, Jensen K, Karch A. A holographic fractional topological insulator. Phys Rev D, 2010, 82: 086001. [arXiv: 1007.3253 [hep-th]]

[219] Ryu S, Takayanagi T. Topological insulators and superconductors from string theory. Phys Rev D, 2010, 82: 086014. [arXiv:1007.4234 [hep-th]]

[220] Karch A, Maciejko J, Takayanagi T. Holographic fractional topological insulators in 2+1 and 1+1 dimensions. Phys Rev D, 2010, 82:126003. [arXiv: 1009.2991 [hep-th]]

[221] Fujita M, Harrison S, Karch A, et al. Towards a holographic bosehubbard model. [arXiv: 1411.7899 [hep-th]]

[222] Polchinski J, Strassler M J. Hard scattering and gauge/string duality. Phys Rev Lett, 2002, 88: 031601. [arXiv: 0109174 [hep-th]]

[223] Boschi-Filho H, Braga N R F. QCD/string holographic mapping and glueball mass spectrum. Eur Phys J C, 2004, 32: 529-533. [arXiv:0209080 [hep-th]]

[224] Erlich J, Katz E, Son D T, et al. QCD and a holographic model of hadrons. Phys Rev Lett, 2005, 95: 261602. [arXiv: 0501128 [hepth]]

[225] de Teramond G F, Brodsky S J. Hadronic spectrum of a holographic dual of QCD. Phys Rev Lett, 2005, 94: 201601. [arXiv: 0501022 [hep-th]]

[226] Babington J, Erdmenger J, Evans N J, et al. Chiral symmetry breaking and pions in nonsupersymmetric gauge/gravity duals. Phys Rev D, 2004, 69: 066007. [arXiv: 0306018 [hep-th]]

[227] Kruczenski M, Mateos D, Myers R C, et al. Towards a holographic dual of large N(c) QCD. J High Energy Phys, 2004, 0405: 041. [arXiv: 0311270 [hep-th]]

[228] Gubser S S. Drag force in AdS/CFT. Phys Rev D, 2006, 74: 126005. [arXiv: 0605182 [hep-th]]

[229] Shuryak E, Sin S-J, Zahed I. A gravity dual of RHIC collisions. J Korean Phys Soc, 2007, 50: 384-397. [arXiv: 0511199 [hep-th]]

[230] Gursoy U, Kiritsis E, Mazzanti L, et al. Deconfinement and gluon plasma dynamics in improved holographic QCD. Phys Rev Lett,2008, 101: 181601. [arXiv: 0804.0899 [hep-th]]

[231] Herzog C P. A holographic prediction of the deconfinement temperature. Phys Rev Lett, 2007, 98: 091601. [arXiv: 0608151 [hep-th]]

[232] Colangelo P, Giannuzzi F, Nicotri S. Holography, heavy-quark free energy, and the QCD phase diagram. Phys Rev D, 2011, 83: 035015. [arXiv: 1008.3116 [hep-ph]]

[233] Chen H -Y, Hashimoto K, Matsuura S. Towards a holographic model of color-flavor locking phase. J High Energy Phys, 2010, 1002: 104. [arXiv: 0909.1296 [hep-th]]

[234] Huang M, He S, Yan Q S, et al. Confront holographic QCD with regge trajectories. Eur Phys J C, 2010, 66: 187-196. [arXiv:0710.0988 [hep-ph]]

[235] van der Schee W. Gravitational collisions and the quark-gluon plasma. [arXiv: 1407.1849 [hep-th]]

[236] Bhattacharyya S, Hubeny V E, Minwalla S, et al. Nonlinear fluid dynamics from gravity. J High Energy Phys, 2008, 0802: 045. [arXiv:0712.2456 [hep-th]]

[237] Rangamani M. Gravity and hydrodynamics: Lectures on the fluidgravity correspondence. Class Quant Grav, 2009, 26: 224003. [arXiv:0905.4352 [hep-th]]

[238] Bredberg I, Keeler C, Lysov V, et al. From navier-stokes to einstein. J High Energy Phys, 2012, 1207: 146. [arXiv: 1101.2451 [hep-th]]