A dynamic system with discontinuous right end function and information intervention is set up with the intention of addressing the elements that influence information intervention during disease trans-mission.The fundamental regeneration number R0 of the model is calculated.The finite-time global stability of each equilibrium point is demonstrated based on the characteristics of the solutions to discontinuous dif-ferential equations as well as the Lyapunov-LaSalle invariant set concept.Finally,the conclusion is con-firmed by a Matlab numerical simulation.
关键词
信息干预/微分包含/Lyapunov函数/有限时间稳定
Key words
information intervention/differential inclusion/Lyapunov function/limited time stability
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