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Renyi entropy for the doped graphene at low temperatures
N. N. Konobeevaa, A. A. Poluninaa, M. B. Belonenkoab a Volgograd State University, Volgograd, Russia
b Volgograd Institute of Business, Volgograd, Russia
Abstract:
The distribution function for the perimeter of a simply connected cluster containing undoped lattice sites is based on percolation theory and the hypothesis of scale invariance. The Renyi entropy for doped graphene at low temperatures was calculated on the basis of this distribution function.
Keywords:
nanostructure, graphene, Renyi entropy.
Received: 24.11.2014 Revised: 02.12.2014 Accepted: 16.12.2014
Citation:
N. N. Konobeeva, A. A. Polunina, M. B. Belonenko, “Renyi entropy for the doped graphene at low temperatures”, Nanosystems: Physics, Chemistry, Mathematics, 6:2 (2015), 274–279
Linking options:
https://www.mathnet.ru/eng/nano942 https://www.mathnet.ru/eng/nano/v6/i2/p274
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Abstract page: | 74 | Full-text PDF : | 31 |
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