Optimization Algorithm of New Media Hot Event Push Based on Nonlinear Differential Equation

Abstract New media hot events are currently in a complex network environment. Today's mass emergencies that spread quickly and gather many people. Based on this research background, the paper proposes to use nonlinear differential equation method simulate propagation of emergencies. We strive achieve goal minimizing total social loss through economic subsidies, taking into account government's police force degree legality. At same time, we construct system model based semi-Markov switching space control process. Research shows algorithm does not rely parameter information. new event push has good adaptability