  Water availability is a major environmental driver affecting riparian and
wetland vegetation. The interaction between water table fluctuations and
vegetation in a stochastic environment contributes to the complexity of the
dynamics of these ecosystems. We investigate the possible emergence of spatial
patterns induced by spatio-temporal stochastic resonance in a simple model of
groundwater-dependent ecosystems. These spatio-temporal dynamics are driven by
the combined effect of three components: (i) an additive white Gaussian noise,
accounting for external random disturbances such as fires or fluctuations in
rain water availability, (ii) a weak periodic modulation in time, describing
hydrological drivers such as seasonal fluctuations of water table depth, and
(iii) a spatial coupling term, which takes into account the ability of
vegetation to spread and colonize other parts of the landscape. A suitable
cooperation between these three terms is able to give rise to ordered
structures which show spatial and temporal coherence, and are statistically
steady in time.
