<--- Back to Details
First PageDocument Content
Critical phenomena / Probability theory / Random graphs / Combinatorics / Percolation theory / Percolation threshold / Voronoi diagram / Complex network / Cosmic distance ladder / Physics / Mathematics / Discrete mathematics
Date: 2009-08-03 15:35:52
Critical phenomena
Probability theory
Random graphs
Combinatorics
Percolation theory
Percolation threshold
Voronoi diagram
Complex network
Cosmic distance ladder
Physics
Mathematics
Discrete mathematics

doi:[removed]rsta[removed]

Add to Reading List

Source URL: www.barabasilab.com

Download Document from Source Website

File Size: 582,69 KB

Share Document on Facebook

Similar Documents

Illinois Geometry Lab Percolation Theory Authors: Thomas Mahoney

DocID: 1s3wE - View Document

1 A combinatorial application of quantum information in percolation theory Nicolas Delfosse - Université de Sherbrooke joint work with Gilles Zémor - Université de Bordeaux

DocID: 1ryK3 - View Document

Academia / Physics / Systems science / Network theory / Systems theory / Quantum mechanics / Cybernetics / Combinatorics / Percolation / Complex systems / Quantum entanglement / Complex network

SURF-IFISC proposalsAutonomous Boolean Networks for Neuro-Inspired Information Processing Advisors: Miquel Cornelles Soriano and Ingo Fischer Digital systems are typically programmed to obtain a well-defined

DocID: 1qRY2 - View Document

Network theory / Mathematics / Networks / Graph theory / Physics / Algebraic graph theory / Combinatorics / Network analysis / Centrality / Percolation theory / Percolation / Complex network

PHYSICAL REVIEW E 86, Social climber attachment in forming networks produces a phase transition in a measure of connectivity Dane Taylor1,*,† and Daniel B. Larremore1,2,*,‡ 1

DocID: 1qIJt - View Document

Graph theory / Graph coloring / NP-complete problems / Incidence coloring

A phase transition on the evolution of bootstrap percolation processes on preferential attachment graphs Mohammed Amin Abdullah∗‡ Nikolaos Fountoulakis†‡

DocID: 1pQ31 - View Document