Dynamic Behavior of an Interactive Mosquito Model under Stochastic Interference

For decades, mosquito-borne diseases such as dengue fever and Zika have posed serious threats to human health. Diverse mosquito vector control strategies with different advantages been proposed by the researchers solve problem. However, due extremely complex living environment of mosquitoes, environmental changes bring significant differences mortality mosquitoes. This dynamic behavior requires stochastic differential equations characterize fate which has rarely considered before. Therefore, in this article, we establish a interactive wild sterile model introducing white noise represent interference on survival After obtaining existence uniqueness global positive solution stochastically ultimate boundedness system, study constructing series suitable Lyapunov functions. Our results show that appropriate fluctuations can effectively inhibit reproduction Numerical simulations are provided numerically verify our conclusions: intensity an effect extinction persistence both