This paper studies the exponential stability of switched positive nonlinear systems defined by cooperative and homogeneous vector fields.In order to capture the decay rate of such systems, we first Shoes - Sandals - Mens consider the subsystems.A sufficient condition for exponential stability of subsystems with time-varying delays is derived.In particular, for the corresponding delay-free systems, we prove that this sufficient condition is also necessary.Then, we Flywheel Cover present a sufficient condition of exponential stability under minimum dwell time switching for the switched positive nonlinear systems.
Some results in the previous literature are extended.Finally, a numerical example is given to demonstrate the effectiveness of the obtained results.