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The importance of spatial amplitude fluctuations in the dirty boson problem was emphasized
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The importance of spatial amplitude fluctuations in the dirty boson problem was emphasized byK. Sheshadri, H. R. Krishnamurthy, R. Pandit, and T. V. Ramakrishnan, Phys. Rev. Lett. 75, 4075 (1995).
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20
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85038300210
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The effect of disorder on the Coulomb interactions through (formula presented) has been studied (see Ref. 5 and references therein). However, Coulomb interactions in an inhomogeneous system could produce qualitatively new effects. For example, (a) the effective attraction between electrons could become inhomogeneous producing regions where the pairing amplitude is suppressed with locally gapless excitations. (b) Coulomb effects plus disorder could produce local moments that could be pair breaking
-
The effect of disorder on the Coulomb interactions through (formula presented) has been studied (see Ref. 5 and references therein). However, Coulomb interactions in an inhomogeneous system could produce qualitatively new effects. For example, (a) the effective attraction between electrons could become inhomogeneous producing regions where the pairing amplitude is suppressed with locally gapless excitations. (b) Coulomb effects plus disorder could produce local moments that could be pair breaking.
-
-
-
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23
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85038299510
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For (formula presented), we estimate, from the asymptotic decay of the BCS pair wave function, that the pure (formula presented) (in units of the lattice spacing). In the presence of disorder, the coherence length can only be smaller than this estimate
-
For (formula presented), we estimate, from the asymptotic decay of the BCS pair wave function, that the pure (formula presented) (in units of the lattice spacing). In the presence of disorder, the coherence length can only be smaller than this estimate.
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26
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0001608990
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M. Franz, C. Kallin, A. J. Berlinsky, and M. I. Salkola, 56, 7882 (1997);
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30
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0001484250
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-
This idea can be used to obtain an upper bound on
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This idea can be used to obtain an upper bound on (formula presented) as shown byA. Paramekanti, N. Trivedi, and M. Randeria, Phys. Rev. B 57, 11 639 (1998).
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0004145387
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For a review, see, edited by A. Griffin, D. Snoke, and S. Stringari (Cambridge University Press, Cambridge
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For a review, see M. Randeria, in Bose-Einstein Condensation, edited by A. Griffin, D. Snoke, and S. Stringari (Cambridge University Press, Cambridge, 1995).
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Randeria, M.1
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85038323858
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One must keep in mind here that the main assumption of our model is the neglect of Coulomb interactions as discussed in Sec. II and Ref. 19
-
One must keep in mind here that the main assumption of our model is the neglect of Coulomb interactions as discussed in Sec. II and Ref. 19.
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