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Information flow in a network model and the law of diminishing marginal returns

Published 22 Feb 2012 in physics.data-an, cs.SI, physics.soc-ph, and q-bio.NC | (1202.5041v2)

Abstract: We analyze a simple dynamical network model which describes the limited capacity of nodes to process the input information. For a suitable choice of the parameters, the information flow pattern is characterized by exponential distribution of the incoming information and a fat-tailed distribution of the outgoing information, as a signature of the law of diminishing marginal returns. The analysis of a real EEG data-set shows that similar phenomena may be relevant for brain signals.

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