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  • Search: subject:"Continuum percolation"
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Continuum percolation 12 Central limit theorem 1 Chemical distance 1 Clusters 1 Computer simulation 1 Connectivity 1 Critical phenomenon 1 Excluded area 1 First passage percolation 1 Fractal structure 1 Geodesic 1 Information and communication technology 1 Lennard–Jones 1 Lyapunov exponent 1 Mean number of daughter clusters 1 Multiple fragmentation 1 Nucleation 1 Percolation 1 Poisson point process 1 Power laws 1 Probability distribution of daughter clusters 1 Quantum dot 1 Random connection model 1 Random geometric graphs 1 Scaling 1 Shape theorem 1 Statistical analysis 1 Stock price model 1 Symmetry 1 Tail distribution 1 Universal quantities 1 Visibility Continuum percolation 1 Wireless ad hoc networks 1 Zipf analysis 1
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Undetermined 13
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Article 13
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Baker, D.R. 2 Consiglio, R. 2 Paul, G. 2 Stanley, H.E. 2 Baker, Don R. 1 Glauche, Ingmar 1 Greiner, Martin 1 Krause, Wolfram 1 Lee, Sang Bub 1 Lorenz, Christian D 1 Matsutani, Shigeki 1 Milanović, Željka 1 Márquez, Ileana F 1 Paul, Gerald 1 Pivac, Branko 1 Pugnaloni, Luis A 1 Roy, Rahul 1 Sarkar, Anish 1 Shimosako, Yoshiyuki 1 Sollacher, Rudolf 1 Sreenivasan, Sameet 1 Stanley, H. Eugene 1 Tykesson, Johan 1 Vericat, Fernando 1 Wang, Jun 1 Wang, Yunhong 1 Xiao, Di 1 Yao, Changlong 1 Ziff, Robert M 1 Zouain, R.N.A. 1 Zulim, Ivan 1
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Physica A: Statistical Mechanics and its Applications 11 Statistics & Probability Letters 2
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RePEc 13
Showing 11 - 13 of 13
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Continuum percolation thresholds for mixtures of spheres of different sizes
Consiglio, R.; Baker, D.R.; Paul, G.; Stanley, H.E. - In: Physica A: Statistical Mechanics and its Applications 319 (2003) C, pp. 49-55
Using Monte-Carlo simulations, we find the continuum percolation threshold of a three-dimensional mixture of spheres of …
Persistent link: https://www.econbiz.de/10011062022
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Continuum percolation of wireless ad hoc communication networks
Glauche, Ingmar; Krause, Wolfram; Sollacher, Rudolf; … - In: Physica A: Statistical Mechanics and its Applications 325 (2003) 3, pp. 577-600
todays wireless cellular networks. Connectivity within such a network is an important issue. Continuum percolation and …
Persistent link: https://www.econbiz.de/10010591396
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Excess number of percolation clusters on the surface of a sphere
Lorenz, Christian D; Ziff, Robert M - In: Physica A: Statistical Mechanics and its Applications 296 (2001) 1, pp. 1-8
clusters nc for the two-dimensional “Swiss cheese” continuum percolation model on a planar L×L system and on the surface of a …
Persistent link: https://www.econbiz.de/10011061803
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