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For a review of the DMRG method and some of its applications for one-dimensional quantum systems, see, ATPLB6
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For a review of the DMRG method and some of its applications for one-dimensional quantum systems, see G. A. Gehring, R. J. Bursill, and T. Xiang, Acta Phys. Pol. A 91, 105 (1997); ATPLB6
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The phase boundaries were calculated with the same method used for the calculation of [formula presented]: at fixed [formula presented] we identified the phase boundaries with the maximum of the temperature derivative of [formula presented]
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The phase boundaries were calculated with the same method used for the calculation of Td(L): at fixed g we identified the phase boundaries with the maximum of the temperature derivative of cL/2.
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25
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85035240865
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Fisher and Nakanishi 9 argued that it is plausible to expect a linear scaling of the critical bulk field as function of [formula presented], for small [formula presented] in the case of confinement between identical walls
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Fisher and Nakanishi 9 argued that it is plausible to expect a linear scaling of the critical bulk field as function of h1, for small h1 in the case of confinement between identical walls.
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