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A common origin of the power law distributions in models of market and earthquake |
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AbstractWe show here that the Pareto power law distribution observed in an ideal gas-like trading market model (with random saving propensity of its agents) and the Gutenberg-Richter like distribution for the overlap measure between two Cantor sets (as one moves uniformly over the other in a dynamical model of earthquakes) have a common origin. The identification of this common generic origin helps in developing generalized views and understanding of such diverse phenomena.
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