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Estimates for exit time from an interval of length 2r before a prescribedtime T are derived for solutions of a class of stochastic partial differentialequations used to characterize two population models: super-Brownian motion andFleming-Viot Process. These types of estimates are then derived for the twopopulation models. The corresponding large deviation results are also appliedfor the acquired bounds.

Some exit times estimates for Super-Brownian motion and Fleming-Viot Process