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Surface Tension in Kac Glass Models

Elia Zarinelli 1, Silvio Franz 1 Journal of statistical mechanics-theory and experiment (2010) P04008 In this paper we study a distance-dependent surface tension, defined as the free-energy cost to put metastable states at a given distance. This will be done in the framework of a disordered microscopic model with Kac interactions that can be solved in the mean-field limit. […]

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Surface Charge Density Wave Transition in NbSe$_3$

Christophe Brun 1, Zhao-Zhong Wang 1, Pierre Monceau 2, Serguei Brazovskii 3 Physical Review Letters 104 (2010) 256403 The two charge-density wave (CDW) transitions in NbSe$_3$ %at wave numbers at $\bm{q_1}$ and $\bm{q_2}$, occurring at the surface were investigated by scanning tunneling microscopy (STM) on \emph{in situ} cleaved $(\bm{b},\bm{c})$ plane. The temperature dependence of first-order CDW satellite spots, obtained from the Fourier transform

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Superfluid Motion of Light

Patricio Leboeuf 1, Simon Moulieras 1 Physical Review Letters 105 (2010) 163904 Superfluidity, the ability of a fluid to move without dissipation, is one of the most spectacular manifestations of the quantum nature of matter. We explore here the possibility of superfluid motion of light. Controlling the speed of a light packet with respect to a defect, we demonstrate

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Superconductor-Insulator transition and energy localization

M. V. Feigel’man 1, 2, L. B. Ioffe 1, 3, 4, M. Mézard 3 Physical Review B 82 (2010) 184534 We develop an analytical theory for generic disorder-driven quantum phase transitions. We apply this formalism to the superconductor-insulator transition and we briefly discuss the applications to the order-disorder transition in quantum magnets. The effective spin-1/2 models for these transitions are solved in the cavity

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STDP-driven networks and the \emph{C. elegans} neuronal network

Quansheng Ren 1, Kiran M. Kolwankar 1, 2, Areejit Samal 1, 3, Jürgen Jost 1, 4 Physica A: Statistical Mechanics and its Applications 389, 18 (2010) 3900-3914 We study the dynamics of the structure of a formal neural network wherein the strengths of the synapses are governed by spike-timing-dependent plasticity (STDP). For properly chosen input signals, there exists a steady state with a residual network. We

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Statistical properties of the spectrum the extended Bose-Hubbard model

Corinna Kollath 1, Guillaume Roux 2, Giulio Biroli 3, Andreas Laeuchli 4 Journal of Statistical Mechanics (2010) P08011 Motivated by the role that spectral properties play for the dynamical evolution of a quantum many-body system, we investigate the level spacing statistic of the extended Bose-Hubbard model. In particular, we focus on the distribution of the ratio of adjacent level spacings, useful at large

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Spectral properties of the Google matrix of the World Wide Web and other directed networks

Bertrand Georgeot 1, Olivier Giraud 1, 2, Dima L. Shepelyansky 1 Physical Review E 81 (2010) 056109 We study numerically the spectrum and eigenstate properties of the Google matrix of various examples of directed networks such as vocabulary networks of dictionaries and university World Wide Web networks. The spectra have gapless structure in the vicinity of the maximal eigenvalue for Google damping parameter

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Spatial and topological organization of DNA chains induced by gene co-localization

Ivan Junier 1, 2, Olivier C. Martin 3, 4, François Képès 5 PLoS Computational Biology 6, 2 (2010) 1000678 Transcriptional activity has been shown to relate to the organization of chromosomes in the eukaryotic nucleus and in the bacterial nucleoid. In particular, highly transcribed genes, RNA polymerases and transcription factors gather into discrete spatial foci called transcription factories. However, the mechanisms underlying the formation

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