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The model generalizes the input-output function in transiently chaotic neural network to a class of continuous, differentiable and monotone increasing functions. Secondly we study the uniformly asymptotical stability of equilibrium in the non-autonomous model. Finally, several examples and numerical simulations are given to illustrate and reinforce our theories. In chapter 3, we firstly introduce a specific class of discrete-time neural network models with sinusoidal activation function.

在本文的第二章中,首先介绍了一类具有广义输入输出函数的非自治离散神经网络模型,该模型把瞬时混沌神经网络模型中的输入输出函数推广到了一般的单调递增且连续可微的函数;其次,利用Schauder不动点原理和利用Lyapunov函数逆定理依次证明了模型平衡点的存在性和在时变权值下的一致渐近稳定性;最后,对几个具体的例子进行数值模拟,数值模拟的结果更好地说明了我们的结论。

In the third chapter, we study complete minimal submanifolds of locallysymmetric space, and we obtain a pinching theorem about the Ricci curvature of the minimal submanifolds, which generalizes the result of Norio Ejiri\'s from sphere space to locally symmetric space.

第三章节研究局部对称空间中具有正Ricci曲率的完备极小子流形,得到了关于子流形Ricci曲率的一个pinching定理,该定理把Norio Ejiri的结论从外围空间为球空间推广到局部对称空间中。

Chapter one provides Stephen Owen's idea: synecdoche in classical Chinese literature which generalizes how literature forerunners create poetry and how they interpret poetry.

第一章就宇文所安中国文学举隅传统的提出,探讨作为表达和思维方式的举隅内涵。

Synecdoche is a description of Chinese traditional literature language and poetry reading habit, which generalizes how literature forerunners create poetry and how they interpret poetry.

中国古典文学的举隅传统主要指创作者把握事物特征,通过想象、借代等表现手法,建立人与自然的多重联系的过程。

In order to make their researches become a systematism and let people comprehend clearly open innovation wholly, this paper analyzes and generalizes some people theories.

本文希望在归纳、整理以往理论研究的基础上,对开放式创新理论的许多方面进行更深入的分析,试图使开放式创新理论更具有系统性,让读者在整体上对开放式创新有一个清晰的认识。

First, a large class of ideal Einstein and conformally flat immersions are proved to be totally geodesic, which generalizes a theorem of Dillen on the simplest ideal immersion.

首先证明了实空间形式中一大类理想的爱因斯坦和共形平坦浸入均为全测地浸入,所得结果大大推广了Dillen等人关于欧氏空间中最简单的理想浸入定理。

We introduce a set of real functions H, and use to it to give a fixed point theorem of tother type for complex mappings on complete metric spaces, which improves and generalizes the corresponding results on compact metric spaces or under the condition of weakening compactness obtained by Fisher, Telci and Xu Xiao-li, respectively.

利用引入的实函数类H,在完备度量空间上给出了复合映射的另一种类型的不动点定理,改进并推广了Fisher、Telci和徐晓立等在紧致度量空间上或在弱化紧性条件下得到的相应结果。

Title :The Stylized Facts and Preliminary Tests on the Regional Income Disparityin China,1952-2002Abstract:Based on two recent sets of data on economic development in the Chineseprovinces over the 1952-2002period ,the paper generalizes several stylized factsand investigates the impact of structural change on the dynamics of regional disparitiesin China.We analyze the industry structure and property right structure in thelight of an econometric analysis of unconditional and conditional β-convergence.

此文运用1952-2002年省级经济体数据归纳出基本事实:1952-78年地区差距扩大趋势由直辖市、工业重镇与其他地区的收入差距扩大造成;1978-84年农业改革导致显著的绝对收敛;1985-89年收入差距缩小由直辖市与其他地区的差距缩小驱动;1990年至今收入差距扩大;大跃进、三线建设与邓南巡等政策冲击产生强烈扰动;整个时期只有中部内部收入差距持续缩小;1974年以后发生"收敛俱乐部"现象。

Firstly, we generalizes the formation and valuation of the theory.

首先,本文阐述了公司法人人格否认理论的形成和价值功能。

By properties of a real function, fixed points problem on two complete metric spaces are discussed.The result generalizes corresponding result of Fisher.Moreover, this result provides a general convergence rate estimate. Meanwhile, we discuss the existence of fixed point on two normed linear spaces under the condition of weak topology, and we obtain a new fixed point theorem.

利用实函数性质,讨论了两个不同度量空间中两个映象乘积的不动点问题,推广了Fisher的主要结果,并给了出逼近不动点的敛速估计;同时,在弱拓扑的意义下,利用分析的方法,讨论了赋范空间中有关映象不动点的存在性,得到一个新的不动点定理。

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推荐网络例句

If you are unfortunate enough to the lovelorn, please tell me, I will help you out, really, please contact me!

如果你不幸失恋了,请告诉我,我会帮助你摆脱困境,真的,请联系我啦!

China's plan to cut energy intensity by 20 percent and pollutant discharges by 10 percent between 2006 and 2010 is a case in point.

中国计划在2006年到2010间降低20%的能源强度和减少10%的主要污染物排放,就是一个这样的例子。

Well, Jerry would rattle off all the details of that movie.

那么,杰瑞会急促背诵那部电影所有细节。