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- Title
Scale invariance and the Gell-Mann–Low function of the conductance of a layer with an exponentially broad resistance spectrum.
- Authors
Snarskiı, A. A.; Slipchenko, K. V.; Dziedzic, A.
- Abstract
A study is made of a layer having an exponentially broad spectrum of local resistances, one of whose dimensions is smaller than the self-averaging dimension. An investigation is made of the hypothesis of scale invariance and the Gell-Mann-Low function for finite scaling in systems with an exponentially broad spread of resistances. A comparative analysis is made of the scale behavior of these systems and the case of strong localization.
- Subjects
ELECTRIC resistance; FINITE size scaling (Statistical physics)
- Publication
Technical Physics Letters, 1999, Vol 25, Issue 4, p285
- ISSN
1063-7850
- Publication type
Article
- DOI
10.1134/1.1262454