Asymptotic classification of solutions of scalar nonlinear sdes

The differential equation considered is an annoyed rendition of an all around stable selfruling equation with one of a kind equilibrium where the dispersion coefficient is autonomous of the state. Bothered differential equation is generally connected to display normal marvels, in Finance, Engineering, Physics and different orders. Real-world procedures are regularly subjected to impedance as arbitrary outer perturbations. This could prompt an emotional impact on the behavior of these procedures. Accordingly it is vital to break down these equations. In this paper, we will we focus on a scalar nonlinear stochastic differential equation. And additionally the vital and adequate condition, we likewise investigate the straightforward adequate conditions and the associations between the conditions which describe the different classes of long-run behavior.