探讨弱李雅普·诺夫函数在镇定设计中的作用。
The function of weak Lyapunov functions in stabilization design is studied.
混沌的存在是由李雅普·诺夫指数的计算和分析所确定。
The existence of the chaos is confirmed by calculation and analysis of its Lyapunov exponents.
理论分析证明该算法具有李雅普诺意义下的全局稳定性。
The theory analysis prove the arithmetic has global stabilization under the means of LIYAPNOV.
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