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– P. 1229-1234.10.Dutton, S.E. Dominant ferromagnetism in the spin-1/2 half-twist ladder 334compounds, Ba3Cu3In4O12 and Ba3Cu3Sc4O12 / S.E. Dutton, M. Kumar, Z.G. Soos, C.L.169Broholm, and R.J. Cava // Journal of Physics: Condensed Matter. – 2012. – V. 24. – P.166001-1-8.11.Volkova, L.M. Search of low-dimensional magnetic on the basis of structuraldata: spin-1/2 antiferromagnetic zigzag chain compounds In2VO5, β-Sr(VOAsO4)2,(NH4, K)2VOF4 and α-ZnV3O8 / L.M. Volkova // Journal of Physics: Condensed Matter.– 2007.
– V. 19. – P. 176208-1-15.12.Scwingenshlögl, U. Electronic structure of the zigzag spin-chain compoundIn2VO5 / U. Scwingenshlögl // Physical Review B. – 2007. – V. 75. – P. 212408-1-4.13.Singh, Y. Magnetic and thermal properties of the S = ½ zig-zag spin-chaincompound In2VO5 / Y. Singh, R.W. McCallum, and D.C. Johnston // Physical ReviewB. – 2007. – V. 76. – P. 174402-1-6.14.Möller, A. Insulator to semiconductor transition and magnetic properties of theone-dimensional S = ½ system In2VO5 / A. Möller, T. Taetz, N.
Hollman, J.A. Mydosh,V. Kataev, M. Yehia, E. Vavilova, and B. Büchner // Physical Review B. – 2007. – V.76. – P. 134411-1-9.15.Kimber, S.A.J. Triplet dimerization crossover driven by magnetic frustration inIn2VO5 / S.A.J. Kimber, M.A. de Vries, J. Sanchez-Benitez, K.V. Kamenev, and J.P.Attfield // Physical Review B. – 2008. – V. 77. – P.
014428-1-5.16.Marsh, R.E. On the Space Group of BaV3O8 / R.E. Marsh // Journal of Solid StateChemistry. – 1996. – V. 122. – P. 245-246.17.Zhang, F.C. Effective Hamiltonian for the superconducting Cu oxides / F.C.Zhang, T.M. Rice // Physical Review B. – 1988.
– V. 37. – P. 3759-3761.18.Moskvin, A.S. Nonbonding oxygen holes and spinless scenario of magneticresponse in doped cuprates / A.S. Moskvin // Journal of Experimental and TheoreticalPhysics Letters. – 2004. – V. 80. – P. 824-830.19.Москвин, А.С. Электронная структура дырочных центров в CuO2плоскостях купратов / А.С. Москвин, Ю.Д. Панов // Физика низких температур.
–2011. – т. 37. – с. 334-343.17020.Kaiser, C.V. Curie-like paramagnetism due to incomplete Zhang-Rice singletformation in La2-xSrxCuO4 / C.V. Kaiser, W. Huang, S. Komiya, N.E. Hussey, T.Adachi, Y. Tanabe, Y. Koike, and J.E. Sonier // Physical Review B. – 2012. – V. 86. –P. 054522-1-8.21.Moskvin, A.S. Pseudogap phase in cuprates: oxygen orbital moments instead ofcirculating currents / A.S. Moskvin // Journal of Experimental and Theoretical PhysicsLetters.
– 2012. – V. 96. – P. 424-429.22.Yoshinari, Y. Magnetic Excitations of the Doped-Hole State in DiamagneticLa2Cu0.5Li0.5O4 / Y. Yoshinari, P.C. Hammel, J.A. Martindale, E. Moshopoulou, J.D.Thompson, J.L. Sarrao, Z. Fisk // Physical Review Letters. – 1996. – V. 77. – P. 20692072.23.Attfield, J.P. Preparation and Crystal Structures of La2Cu1-xLixO4 Solid Solutionsand Evidence for a New Oxide with a Defect K2NiF4 Structure: La2Li2O7 / J.P.
Attfieldand J. Ferey // Journal of Solid State Chemistry. – 1989. – V. 80. – P. 112-119.24.Moshopoulou, E.G. Electron Diffraction Study of type La2Li0.50Cu0.50O4 / E.G.Moshopoulou, J.D. Thompson, Z. Fisk, and J.L. Sarrao // Journal of Physics andChemistry of Solids. – 1998. – V. 59. – P. 2227-2229.25.Mermin, N.D.
Absence of ferromagnetism or antiferromagnetism in one- or two-dimensional isotropic Heisenberg models / N.D. Mermin, H. Wagner // Physical ReviewLetters. – 1966. – V. 17. – P. 1133-1136.26.Hohenberg, P.C. Existence of Long-Range Order in One and Two Dimensions /P.C. Hohenberg // Physical Review. – 1967. – V. 158.
– P. 383-386.27.Balents, L. Spin liquids in frustrated magnets / L. Balents // Nature. – 2010. – V.464. – P. 199–208.28.Han, T.-H. Fractionalized excitations in the spin-liquid state of a kagome-latticeantiferromagnet / Tian-Heng Han, Joel S. Helton, Shaoyan Chu, Daniel G. Nocera, JoseA.
Rodriguez-Rivera, Collin Broholm &Young S. Lee // Nature. – 2012. – V. 492. – P.406-410.29.Mаттис, Д. Теория магнетизма / Д. Mаттис. – М.: Мир, 1967. – 408 с.17130.Ашкрофт, Н. Физика твердого тела: в 2 т. / Н. Ашкрофт, Н. Мермин. – М.:Мир, 1979. – 2 т.31.Onsager, L. Crystal Statistics. I. A Two-Dimensional Model with an Order-Disorder Transition / Lars Onsager // Physical Review. – 1944. – V. 65. – P. 117-149.32.Gordon, J.
The Calculation of Thermodynamic Quantities from SpectroscopicData for Polyatomic Molecules; the Free Energy, Entropy and Heat Capacity of Steam /J. Gordon // Journal of Chemical Physics. – 1934. – V. 2. – P. 65-72.33.Giauque, W.F. Molecular Rotation in Ice at 10 K. Free Energy of Formation andEntropy of Water / W.F. Giauque, and M.F. Ashley // Physical Review. – 1933. – V. 43.– P. 81-82.34.Pauling, L.
The Structure and Entropy of Ice and Other Crystals with SomeRandomness of Atomic Arrangement / L. Pauling // Journal of American ChemicalSociety. – 1935. – V. 57. – P. 2680-2684.35.Bramwell, S.T. Spin Ice State in Frustrated Magnetic Pyrochlore Materials / S.T.Bramwell, M.J.-P. Gingras // Science. – 2001. – V. 294. – P. 1495-1501.36.Bleany, B. Anomalous Paramgnetism of Copper Acetate / B.
Bleany, K.D.Bowers // Proceedings of the Royal Society of London A. – 1952. – V. 214. – P. 451465.37.Uchida, M. High-Field Magnetization Process in the S = 1 Quantum Spin SystemBa3Mn2O8 / M. Uchida, H. Tanaka, H. Mitamura, F.
Ishikawa, T. Goto // PhysicalReview B. – 2002. – V. 66. – P. 054429-1-6.38.Deisenhofer, J. Structural and magnetic dimers in the spin-gapped systemCuTe2O5 / J. Deisenhofer, R.M. Eremina, A. Pimenov, T. Gavrilova, H. Berger, M.Johnsson, P. Lemmens, H.-A. Krug von Nidda, A. Loidl, K.-S. Lee, M.-H. Wangbo //Physical Review B. – 2006. – V. 74. – P. 174421-1-8.39.Hanke, K.
The Crystal Structure of CuTe2O5 / K. Hanke, V. Kupcik, and O.Lindqvist // Acta Crystallographica B. – 1973. – V. 29. – P. 963-970.40.Haldane,F.D.M.NonlinearFieldTheoryofLarge-SpinHeisenbergAntiferromagnets: Semiclassically Quantized Solitons of the One-Dimensional Easy-172Axis Néel State / F.D.M. Haldane // Physical Review Letters. – 1983.
– V. 50. – P.1153-1156.41.White, S.R. Resonating valence bond theory of coupled Heisenberg chains / S.R.White, R.M. Noack, D.J. Scalapino // Physical Review Letters. – 1994. – V. 73. – P.886-889.42.Blundell, S.A. Quantum topological excitations: from the sawtooth lattice to theHeisenberg chain / S.A. Blundell, M.D.
Nunez-Regueiro // European Physical JournalB. – 2003. – V. 31. – P. 453-456.43.Fisher,M.E.ThePerpendicularSusceptibilityOfAnAnisotropicAntiferromagnet / M.E. Fisher // Physica. – 1960. – V. 26. – P. 618-622.44.Fisher, M.E. Perpendicular Susceptibility of the Ising Model / M.E. Fisher //Journal of Mathematical Physics. – 1963. – V. 4. – P. 124-135.45.Bonner, J.C. Linear magnetic chains with anisotropic coupling / J.C. Bonner,M.E. Fisher // Physical Review. – 1964. – V. 135. – P. A640-658.46.Lukyanov, S.
Low energy effective Hamiltonian for the XXZ spin chain / S.Lukyanov // Nuclear Physics B. – 1998. – V. 522. – P. 533-549.47.Johnston, D.C. Thermodynamics of spin S=½ antiferromagnetic uniform andalternating-exchange Heisenberg chains / D.C. Johnston, R.K. Kremer, M. Troyer, X.Wang, A. Klümper, S.L. Bud’ko, A.F. Panchula, P.C. Canfield // Physical Review B. –2000. – V. 61. – P. 9558-9606.48.Klümper, A. Thermodynamics of the Spin-½ Antiferromagnetic UniformHeisenberg Chain / A.
Klümper, D.C. Johnston // Physical Review Letters. – 2000. – V.84. – P. 4701-4704.49.Geballe, T.H. The Heat Capacity and Magnetic Properties of Single CrystalCopper Sulfate Pentahydrate from 0.25 to 4 K / T.H. Geballe, and W.F. Giauque //Journal of American Chemical Society. – 1952. – V. 74. – P. 3513-3519.50.Miedema, A. R. Thermal and Magnetic Properties of CuSO4∙5H2O andCuSeO4∙5H2O below 1 K / A.R. Miedema, H. Van Kempen, T. Haseda, and W.J.Huiskamp // Physica. – 1962. – V. 28. – P. 119-130.17351.Wittekoek, S.
Proton Magnetic Resonance in Single Crystals ContainingAntiferromagnetic Linear Chains / S. Wittekoek, T.O. Klaassen, and N.J. Poulis //Physica. – 1968. – V. 39. – P. 293-312.52.Bonner, J.C. Susceptibility calculations of alternating ferromagnetic chains / J.C.Bonner, H.W.J. Blöte, J.W. Bray, and I.S. Jacobs // Journal of Applied Physics.
– 1979.– V. 50. – P. 1810-1812.53.Bonner, J.C. Alternating linear-chain antiferromagnetism in copper nitrateCu(NO3)2·2.5H2O / J.C. Bonner, S.A. Friedberg, H. Kobayashi, D.L. Meier, H.W.J.Blöte // Physical Review B. – 1983. – V. 27. – P. 248-260.54.Barnes, T. S = ½ alternating chain using multiprecision methods / T. Barnes, J.Riera, D.A. Tennant // Physical Review B. – 1999. – V. 59. – P. 11384-11397.55.Nguyen, P.T. Structure of (VO)2P2O7 / P.T. Nguyen, R.D. Hoffman, and A.W.Sleight // Materials Research Bulletin. – 1995.
– V. 30. – P. 1055-1063.56.Johnston, D.C. Magnetic susceptibility of (VO)2P2O7: A one-dimensional spin-½Heisenberg antiferromagnet with a ladder spin configuration and a singlet ground state /D.C. Johnston, J.W. Johnson, D.P. Goshorn, and A.J. Jacobson // Physical Review B.1987. – V. 35. – P. 219-222.57.Garrett, A.W. Magnetic Excitations in the S = ½ Alternating Chain Compound(VO)2P2O7 / A.W. Garrett, S.E.
Nagler, D.A. Tennant, B.C. Sales, and T. Barnes //Physical Review Letters. – 1997. – V. 79. – P. 745-748.58.Kikuchi, J. Coexistence of double alternating antiferromagnetic chains in(VO)2P2O7 / J. Kikuchi, K. Motoya, T. Yamauchi, Y. Ueda // Physical Review B. –1999. – V.
60. – P. 6731-6739.59.Majumdar, C.K. On Next-Nearest-Neighbor Interaction in Linear Chain. I / C.K.Majumdar and D.K. Ghosh // Journal of Mathematical Physics. – 1969. – V. 10. – P.1388-1398.60.Majumdar, C.K. On Next-Nearest-Neighbor Interaction in Linear Chain. II / C.K.Majumdar and D.K. Ghosh // Journal of Mathematical Physics. – 1969. – V. 10. – P.1399-1402.17461.Okamoto, K. Fluid-dimer critical point in S = ½ antiferromagnetic Heisenbergchain with next nearest neighbor interaction / K. Okamoto, K.
Nomura // PhysicalLetters A. – 1992. – V. 169. – P. 433-437.62.Chitra, R. Density-matrix renormalization-group studies of the spin-½ Heisenbergsystem with dimerization and frustration / R. Chitra, S. Pati, H.R. Krishnamurthy, D.Sen, S. Ramasesha // Physical Review B. – 1995.
– V. 52. – P. 6581-6587.63.White, S.R. Dimerization and incommensurate spiral spin correlations in thezigzag spin chain: Analogies to the Kondo lattice / S.R. White, I. Affleck // PhysicalReview B. – 1996. – V. 54. – P. 9862-9869.64.Tonegawa, T. One-Dimensional Isotropic Spin-½ Heisenberg Magnet withFerromagneticNearest-NeighborandAntiferromagneticNext-Nearest-NeighborInteractions / T. Tonegawa, I. Harada // Journal of Physical Society of Japan. – 1989.