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For a discussion of High-(Formula presented) Superconductors, see P.W. Anderson, The Theory of Superconductivity in the High-(Formula presented) Cuprates (Princeton University, Princeton, NJ, 1997).
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5
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0042560863
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For a review of ARPES data, see, for example, Z.X. Shen, and D.S. Dessau, Phys. Rep. 253, 1 (1995).Also J.C. Campuzano, M. Randeria, M. Norman, and H. Ding, in The Gap Symmetry and Fluctuations in High-(Formula presented) Superconductors, edited by J. Bod et al. (Plenum, New York, 1998), p. 229.
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V.J. Emery, E. Fradkin, S.A. Kivelson, and T.C. Lubensky, Phys. Rev. Lett. 85, 2160 (2000).;
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Ashwin Vishwanath and David Carpentier, cond-mat/0003036;
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Ashwin Vishwanath and David Carpentier, cond-mat/0003036;
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Ashwin VishwanathDavid CarpentierPhys. Rev. Lett. 86, 676 (2001)
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Ashwin VishwanathDavid CarpentierPhys. Rev. Lett. 86, 676 (2001).
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85038320353
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For a recent review, see F. von Oppen, B. I. Halperin, and A. Stern, in Advances in Quantum Many-Body Theory, edited by R.F. Bishop, N.R. Walet, and Y. Xian (World Scientific 2000), Vol. 3
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For a recent review, see F. von Oppen, B. I. Halperin, and A. Stern, in Advances in Quantum Many-Body Theory, edited by R.F. Bishop, N.R. Walet, and Y. Xian (World Scientific 2000), Vol. 3.
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85038320549
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There has been some inconsistency in the literature regarding the definitions of (Formula presented) and (Formula presented). In this paper, we follow the notation of Ref. 12, and define (Formula presented) as the phase variable, and (Formula presented) as the conjugate density variable
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There has been some inconsistency in the literature regarding the definitions of (Formula presented) and (Formula presented). In this paper, we follow the notation of Ref. 12, and define (Formula presented) as the phase variable, and (Formula presented) as the conjugate density variable.
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35
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85038332411
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In these expressions, (Formula presented) corresponds to (Formula presented) where (Formula presented) refers to the uniform part of (Formula presented). Hence, we exclude the (Formula presented) modes from the integrals
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In these expressions, (Formula presented) corresponds to (Formula presented) where (Formula presented) refers to the uniform part of (Formula presented). Hence, we exclude the (Formula presented) modes from the integrals.
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40
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85038318077
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We should note, however, that the set of possible interchain operators is huge and we have not explicitly checked for all of them
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We should note, however, that the set of possible interchain operators is huge and we have not explicitly checked for all of them.
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85038281877
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In this calculation we have ignored the effect of diorder. At low temperatures, we expect the temperature dependence of (Formula presented) to be modified due to forward scattering from impurities. In particular, for very low temperatures, (Formula presented)
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In this calculation we have ignored the effect of diorder. At low temperatures, we expect the temperature dependence of (Formula presented) to be modified due to forward scattering from impurities. In particular, for very low temperatures, (Formula presented)
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