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We study, through a new perspective, a globally coupled map system thatessentially interpolates between simple discrete-time nonlinear dynamics andcertain long-range many-body Hamiltonian models. In particular, we exhibitrelevant similarities, namely (i) the existence of long-standingquasistationary states (QSS), and (ii) the emergence of weak chaos in thethermodynamic limit, between the present model and the Hamiltonian Mean Fieldmodel, a strong candidate for a nonxtensive statistical mechanical approach.Comment: 6 pages, 2 figures. Corrected typos in equation 4. Changed caption in  Fig. 1. Corrected references 2 and 6. Acknowledgements adde

WEAK CHAOS IN LARGE CONSERVATIVE SYSTEM – INFINITE-RANGE COUPLED STANDARD MAPS