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contraction相关的网络例句

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与 contraction 相关的网络例句 [注:此内容来源于网络,仅供参考]

C. Pelvic floor electrical stimulation with a vaginal or anal probeproduces a contraction of the levator ani muscle.

用阴道或肛门的探针来进行盆底的电刺激治疗可收缩肛提肌。

C. Pelvic floor electrical stimulation with a vaginal or anal probe produces a contraction of the levator ani muscle.

用阴道或肛门的探针来进行盆底的电刺激治疗可收缩肛提肌。

While performing the bimanual examination, levator ani muscle function can be evaluated by asking the patient to tighten her "vaginal muscles"and hold the contraction as long as possible.

在进行双手检查时可通过叫患者尽长时间的用力缩紧阴道来评价肛门括约肌的功能。

In this paper,the new Theorems are presented to prove some sufficient and necessary condition of Ishikawa iterative sequence with error member for Lipschitz hemi-contraction mapping in Hilbert space converging to the fixed point.

本文给出了Hilbert空间上的Lipschitz半压缩映像的具有误差项的Ishikawa迭代序列收敛于不动点的充分必要条件。

Now, more and more women live birth after the phenomenon of uterine contraction, so the use of induced childbirth more and more women in childbirth.

现在越来越多的妇女过预产期后没有子宫收缩的现象,因此采用诱导分娩生育的妇女越来越多。

However, methods and references for difference equation are relatively less. The new method proposed in this paper transfer the complex boundary value problem into the existence and uniqueness of the solution of the linear equations. For linear case , we obtained the necessary and sufficient conditions for the existence and uniqueness of the solution for the BVP; For the nonlinear case ,we got a series of new sufficient conditions by using contraction mapping theory and cone theory .

而差分方程边值问题的研究方法和文献还很少,文中新的研究差分方程边值问题的方法是将复杂的边值问题求解转化为代数理论中的线性方程组解的存在和存在唯一问题;对线性情形,较容易地获得了边值问题的解存在以及唯一的充分必要条件,而对非线性情形,则通过压缩原理和锥理论等各种不动点定理,获得了一系列新的充分条件。

Based on contraction mapping theorem of analysis mathematics, the non-steady flow mathematical model of mine ventilation network was analyzed.

利用分析数学的压缩映射原理,对矿井通风网络非稳定流动数学模型进行了分析,得出了数学模型数值解收敛的条件,确定了以惯性系数排序选择最小生成树的回路选择方案,为矿井通风网络非稳定流动数学模型数值解的收敛性提供了理论依据。

Using integral equation theory and"contraction mapping"theorem, we prove that this model has a unique solution.

接着用压缩映象原理证明了此模型解的存在唯一性,这为讨论经济系统的稳定性奠定了数学基础,又通过对定常的投资方程渐近稳定性的研究和非定常投资方程Liapunov稳定性研究,我们分别讨论了积累率、劳动力和科技进步对经济增长的作用,进而指出只有依靠科技进步才能实现经济的持续增长,才能真正提高人民的生活水平。

By applying game theory and contraction mapping theorem, a sufficient condition for the existence and uniqueness of Nash equilibrium in a multi-person non-cooperative game is proposed. Another implication in the sense of game theory is presented for the stability condition of supply-demand equilibrium in traditional economic theory. It can demonstrate the stability condition for supply-demand equilibrium in economic theory. So the stable supply-demand equilibrium of cobweb model in economics is in fact equivalent to the Nash equilibrium in game theory. That is a brand-new explanation for the conclusion in traditional economic theory.

应用博弈论中的有关理论与压缩映象定理寻求一类多ISP非合作对策纳什均衡存在、唯一的充分条件,给出了传统经济理论中供求均衡稳定性条件的对策论意义,证明了经济理论中的供求均衡稳定性条件;说明了经济学中蛛网模型的稳定供求均衡实际上就是对策理论中的纳什均衡,从而给出了传统经济理论中关于这一结论的新解释。

Topics covered include: nonlinear ordinary differential equations; planar autonomous systems; fundamental theory: Picard iteration, contraction mapping theorem, and Bellman-Gronwall lemma; stability of equilibria by Lyapunov's first and second methods; feedback linearization; and application to nonlinear circuits and control systems.

课程的主题包括:非线性常微分方程组;二维自治系统;与课程相关的基本理论,如比卡迭代法,压缩映射定理,Bellman-Gronwall引理,平衡点稳定性分析的李雅普诺夫第一种方法和第二种方法,反馈的线性化;以及非线性电路和控制系统的实际应用。

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这两个团体间的分歧难以掩饰。

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