Physical Review E · 2004 · 183 citations · 46 references
Social SciencesEconomicsFinanceFinancial EconomicsMicroeconomicsStochastic ProcessesAsset DistributionBrownian MotionEconomic DynamicsIncome DistributionScattering ProcessesStatistical MechanicsBoltzmann EquationsKinetic Transport EquationsPower-law DistributionsPower-law Model
Using the analogy with inelastic granular gases we introduce a model for wealth exchange in society. The dynamics is governed by a kinetic equation, which allows for self-similar solutions. The scaling function has a power-law tail, the exponent being given by a transcendental equation. In the limit of continuous trading, a closed form of the wealth distribution is calculated analytically.
46
Collective dynamics of ‘small-world’ networks
Duncan J. Watts, Steven H. Strogatz · Nature · 1998 · 43.2K citations
Emergence of Scaling in Random Networks
Albert-Ĺaszló Barabási, Réka Albert · Science · 1999 · 36.4K citations · Full text