  The statistical convergence is handled for sequences with the natural
density, in general. In a recent paper, the statistical convergence for nets in
Riesz spaces has been studied and investigated by developing topology-free
techniques in Riesz spaces. In this paper, we introduce the statistically
topological convergence for nets on locally solid Riesz spaces with solid
topologies. Moreover, we introduce the statistical continuity on locally solid
Riesz spaces.
