  In the current study, we took into account a model of nonlinear
``predator-prey'' interactions including the ``Allee effect'' on both
populations and disease in the predator population. The population as a whole
is split into three: the prey population, susceptible predator, and diseased
predator. The ``Takagi-Sugeno (T-S) impulsive control model'' and the Fuzzy
impulsive control model have been used to test the stability of the
three-dimensional ``Lotka-Volterra predator-prey system'' model. Following the
model's formulation, the global-stability and the fuzzy solution are examined
using numerical simulations and graphical displays, together with the necessary
consultation, to help comprehend the effectiveness of our suggested model.
