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Based on that fact, in terms of convex optimization techniques, the Maximum Allowable Transfer Interval and controller are obtained.

根据此充分条件,通过建立并求解一个凸优化问题,得到网络化控制系统的最大允许传输间隔以及此时的控制器。

Then, through quadratic separators, the sufficient condition of the fault tolerant controller existence can be transformed into the problem of solving some limited number of linear matrix inequalities, including each vertex of the convex polyhedron.

然后,通过二次可分原理,求解只包含关于凸多面体各顶点的有限个线性矩阵不等式,给出了容错控制器存在的充分条件

He has proved that most, if not all, the connected cubic G-arc-transitive Coset graphs on the finite nonabelian simple groups are normal, further, has given bounds of the full automorphism on this kind of graphs.

利用陪集图的正规性可以给出某类图的全自同构群的界,且可以得到某类群具有陪集图表示的充分条件[2],另外陪集图的正规性对于求给定群的最小级陪集图表示具有重要作用[3]。

A costate prediction method based on bilinear model is presented. Using simple general model, two implemental DISOPElike algorithms based on Hopfield network and on temporal decomposition method are proposed respectively.

同时对于具有终端状态等式约束问题,建立了基于时变线性模型的递推DISOPE算法;对于非齐次双线性二次型问题提出了一个迭代算法,并且给出了该算法收敛的充分条件;给出了基于双线性模型的协状态预测算法;利用一般模型,分别提出了基于Hopfield网络和时间分解方法的DISOPE算法。

This brief review of the method of necessary and sufficient conditions or, less cumbersomely, the essential definition approach to analysing concepts, is intended to give you some idea of what is meant by the phrase "analysing concepts."

对"必要条件和充分条件方法"的这个简短的议论,用不这么拖泥带水的说法来说,就是关于概念分析的"本质定义法"。关于"概念分析"这个短语是什么意思,这个方法意在为你提供一些了解。

Let be a compact pseudo-umbilical submanifolds with parallel mean curvature vector in the quasi constant curvature space.

设Mn是拟常曲率空间Nn+p中具有平行平均曲率向量的紧致伪脐子流形,论证得到了这种子流形的两个内蕴积分不等式,从而给出了Mn是全脐子流形的两个内蕴充分条件

Researches the submanifolds in nested space,for constant curvature Riemannian submanifold in quasi-constant curvature manifold and pseudo-umbilical submanifold with parallel mean curvature vector in constant curvature Riemannian submanifold,presents three sufficient conditions for this pseudo-umbilical submanifold to be total-umibilical submanifold,generalizes the result of JI Yongqiang.

对于拟常曲率流形中的常曲率黎曼子流形以及常曲率黎曼子流形中具有平行中曲率向量的紧致伪脐子流形,给出了这种伪脐子流形是全脐子流形的3个充分条件,推广了纪永强的相关结果。

We study cuspidal loop bifurcation、 Homoclinic or double Homoclinic bifurcation、 Hopf bifurcation and obtain the necessary conditions to generate limit cycles by using the coefficients of the expansion of the first Melnikov function.

利用一阶Melnikov函数的展开式的系数研究了尖点环分支、同宿分支、双同宿分支和Hopf分支,并给出了产生极限环的充分条件

In chapter 1 ,on one hand ,we give some sufficient conditions for a finite group to be supersolvable and nilipotent by using the properties of π-supplemented subgroups;For example: Theorem 3 Let G be a group, 2 ∈π, if every subgroup of G of prime order is contained in SE, every cyclic subgroup of G of order 4 is π-supplemented in G, then G will be supersolvable.

在第一章中,一方面我们利用π-可补子群的性质给出了有限群为超可解群及幂零群的若干充分条件;例如:定理3设G是群,2∈π,如果G的每个素数阶子群包含在SE中,G的每个4阶循环子群在G中π-可补,则G为超可解群。

Draw lessons from increment type observation implement with PI condition observation implement research achievement, combine heat to dominate a field complex control system designs bunchy form normally the actual condition of regulating system, offer observation of function of PI of increment style broad sense implement and the concept that its condition feedbacks, the tectonic regulating system that cluster form and observation implement feedback of shirt-sleeve broad sense condition controls a system, learn an analysis through number, give out the sufficient condition of IFO-PIO/BS reachs his corresponding theorem and deductive proof, announce give this to controlled systematic equivalence to be had at IFO-PIO/BS change the function that gain condition feedbacks.

借鉴增量式观测器和PI状态观测器的探究成果,并结合热控领域复杂控制系统通常设计成串级调节系统的实际情况,提出增量式广义PI函数观测器及其状态反馈的概念,构造串级调节系统和观测器相融合的广义状态反馈控制系统,通过数学分析,给出IFO-PIO/BS的充分条件及其相应定理和推论的证实,揭示出该控制系统等价于IFO-PIO/BS具有了变增益状态反馈的功能。

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