Results 91 to 100 of about 10,443 (222)
Phase Transitions in Equilibrium and Non-Equilibrium Models on Some Topologies
On some regular and non-regular topologies, we studied the critical properties of models that present up-down symmetry, like the equilibrium Ising model and the nonequilibrium majority vote model. These are investigated on networks, like Apollonian (AN),
Francisco W. De Sousa Lima
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This piece aims to rescue Camille Paglia from waves of unsympathetic critics. The article asks what it is that she actually stands for. Employing the religious metaphors of “fallen” and “restored”, as well as the idea of “sacraments”, it argues that what
Brian Russell Graham
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Analytical approach to directed sandpile models on the Apollonian network
We investigate a set of directed sandpile models on the Apollonian network, which are inspired on the work by Dhar and Ramaswamy (PRL \textbf{63}, 1659 (1989)) for Euclidian lattices.
André P. Vieira +6 more
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La culture dionysiaque des friches culturelles et ses influences sur les tiers-lieux culturels
The recurrent mobilisation of the notion of cultural rights to define a core policy direction of cultural third places (CTPs) does not provide a grasp of the true qualities of the artistic and aesthetic goals of these amenities.
Fabrice Raffin
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Pablo Picasso and the Truth of Greek Art [PDF]
In a brilliant article for the exhibition Picasso and Greece, organized by the Basil and Elise Goulandris Foundation at the Museum of Contemporary Art, Andros in 2004, Niki Loizidi, Professor of Art History at the University of Thessaloniki discusses the
Enrique Mallen
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Dynamics on geometrically finite hyperbolic manifolds with applications to Apollonian circle packings and beyond [PDF]
We present recent results on counting and distribution of circles in a given circle packing invariant under a geometrically finite Kleinian group and discuss how the dynamics of flows on geometrically finite hyperbolic $3$ manifolds are related.
Oh, Hee
core
Maximal planar networks with large clustering coefficient and power-law degree distribution
In this article, we propose a simple rule that generates scale-free networks with very large clustering coefficient and very small average distance. These networks are called {\bf Random Apollonian Networks}(RAN) as they can be considered as a variation ...
A. Wagner +33 more
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How dense can one pack spheres of arbitrary size distribution?
We present the first systematic algorithm to estimate the maximum packing density of spheres when the grain sizes are drawn from an arbitrary size distribution. With an Apollonian filling rule, we implement our technique for disks in 2d and spheres in 3d.
Andrade Jr., José S. +3 more
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By making the act of writing itself the subject of their works, the French "New Novelists" must face the questions of the source of the creative drive and the possibility of engaging the reader directly in it.
Robert M. Henkels Jr.
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Tax Evasion and Multi-Agent-Based Model on Various Topologies [PDF]
In this work, we use Monte-Carlo simulations to study the control of the fluctuations for tax evasion in the economics model proposed by [G. Zaklan, F. Westerhoff and D. Stauffer, J. Econ. Interact. Coordination. 4 (2009) 1; G. Zaklam, F.W.S. Lima and F.
F. W. S. Lima
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