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讨论常微分方程系统李雅普诺夫特性指数的一些基本问题,包括数值计算技术和常微分方程系统任何平衡点以外极限集的李雅普诺夫指数必有一个为零的结论.给出超混沌吸引子必超出3维的结论,指出基于常微分方程求解李雅普诺夫指数的Wolf程序使用中初值的选取对结果的影响.同时提出一种简便可行的计算条件李雅普诺夫指数方法.通过数值研究一些重要模型进一步说明本文的观点及提出的方法.对常微分方程系统任何平衡点以外极限集的李雅普诺夫指数必有一个为零的结论进行了讨论,可以作为分析结果和计算方法的有利工具,在一些工作中被忽视.
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The strain CCH, isolated from the surface of the plant flower in China, is a wall- less,helical prokaryote which passes through a microfilter 0. 22 μm in diameter. Cholesterol isrequired for its growth. The strain CCH could metabolize glucose, fructose, maltose, treha-lose and arginine, but not urea. Its electrophoresis pattern of cell proteins is distinct fromthat of other spiroplasmas. The guanine-plus-cyrosine content of its DNA determined bymelting temperature is 29. 15 mol%. No relation with any known spiroplasmas was found inenzyme-linked immunosorbent assay and deformation tests. According to these results, thestrain CCH is referred to a new species in the genus of Spiroplasma or the representative ofa new spiroplasma group. 相似文献
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