The time-domain mathematical model of land combat multi-platform concealed guerrilla warfare system is established, and the situation vector analytical solution of land combat multi-platform concealed guerrilla warfare through Laplace transform is presented, which shows that the situation vector at any time can be obtained by the transfer of the initial situation vector. On this basis, the number of remaining platforms and the combat time at the end of land combat multiplatform concealed guerrilla warfare are given. Finally, an example is given to analyze the situation change of the proposed land war multi-platform concealed guerrilla warfare, and the effectiveness of the proposed conclusion is verified.
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