Then, using the multi-parameter stability theory and unification technique, we solved the reduced equation and obtained the bifurcation equations and their solution.
再利用多参数稳定性理论及归一化技术,对约化方程进行求解,得到了分岔方程。
Then, using the multi-parameter stability theory and unification technique, we solved the reduced equation and obtained the bifurcation equations and their solution.
再利用多参数稳定性理论及归一化技术,对约化方程进行求解,得到了分岔方程。
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