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6
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0003808791
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ed. I. Peschel, X. Wang, M. Kaulke, and K. Hallberg Springer, Berlin, and references therein
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Density-Matrix Renormalization: A New Numerical Method in Physics, ed. I. Peschel, X. Wang, M. Kaulke, and K. Hallberg (Springer, Berlin, 1999), and references therein.
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(1999)
Density-Matrix Renormalization: A New Numerical Method in Physics
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7
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23844520141
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U. Schollwöck: Rev. Mod. Phys. 77 (2005) 259, and references therein.
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U. Schollwöck: Rev. Mod. Phys. 77 (2005) 259, and references therein.
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12
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33751181871
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Statistical Physics of Quantum Systems: Novel orders and dynamics
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K. Ueda, R. Otani, Y. Nishio, A. Gendiar, and T. Nishino: Statistical Physics of Quantum Systems: novel orders and dynamics, J. Phys. Soc. Jpn. 74 (2005) Suppl., p. 111.
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(2005)
J. Phys. Soc. Jpn
, vol.74
, Issue.SUPPL.
, pp. 111
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Ueda, K.1
Otani, R.2
Nishio, Y.3
Gendiar, A.4
Nishino, T.5
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15
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34547877308
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A number of examples of the regular lattices on the hyperbolic plane is listed in the following URLs;, html; http://www.hadron.org/~hatch/HyperbolicTesselations
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A number of examples of the regular lattices on the hyperbolic plane is listed in the following URLs; http://www2u.biglobe.ne.jp/~hsaka/mandara/index. html; http://www.hadron.org/~hatch/HyperbolicTesselations/
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16
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34547866216
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Precisely speaking, such a way of system extension does not guarantee the cluster shape where every spins at the boundary is equally distant from the center
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Precisely speaking, such a way of system extension does not guarantee the cluster shape where every spins at the boundary is equally distant from the center.
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18
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34547865826
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Since the configuration number of the lattice is z = 4, the mean-field approximation applied to the Ising model on the pentagonal lattice under consideration gives the same transition temperature as the approximation applied to the square lattice Ising model. Such an equivalence holds up to the Bethe approximation.
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Since the configuration number of the lattice is z = 4, the mean-field approximation applied to the Ising model on the pentagonal lattice under consideration gives the same transition temperature as the approximation applied to the square lattice Ising model. Such an equivalence holds up to the Bethe approximation.
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19
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84901050687
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I. Peschel: J. Stat. Mech. (2004) P06004, and references therein.
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I. Peschel: J. Stat. Mech. (2004) P06004, and references therein.
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