Abstract

A phenomenological attempt at alleviating the so-called coincidence problem is to allow the dark matter and dark energy to interact. By assuming a coupled quintessence scenario characterized by an interaction parameter εε, we investigate the precision in the measurements of the expansion rate H(z)H(z) required by future experiments in order to detect a possible deviation from the standard ΛΛCDM model (ε=0ε= 0). We perform our analyses at two levels, namely: through Monte Carlo simulations based on εεCDM models, in which H(z)H(z) samples with different accuracies are generated and through an analytic method that calculates the error propagation of εε as a function of the error in H(z)H(z). We show that our analytical approach traces simulations accurately and find that to detect an interaction {using H(z)H(z) data only, these must reach an accuracy better than 1%.

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