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dc.contributor.advisor李文清
dc.contributor.author郭洪
dc.date.accessioned2016-02-14T08:21:41Z
dc.date.available2016-02-14T08:21:41Z
dc.date.issued1987-06-08 20:08:51.0
dc.identifier.urihttps://dspace.xmu.edu.cn/handle/2288/52111
dc.description.abstract本文考虑的非线性随机复合系统(NSCS)是由N个带Gauss噪音的非形象关联子系统所组成的。对于有限维的NSCS,给出了其渐近P-稳定和分散P-镇定的两个充分性条件以及两个例子。对于无穷维的NSCS,定义了它的温和解,并分别在Banach空间和Hilbert空间上给出了其渐近P-稳定的充分性条件。
dc.description.abstractThe sufficient conditions of asymptotic P-stability and decentrally asymptotic P-Stabilization of nonlinear stochastic composite systems in both finite dimensional spaces and infinite dimensional spaces are established with the objective of analyzing the composite systems in their interconnected subsystms in terms of the fundamental matrix, the mild evolution operator, the measure of square matrix...
dc.language.isozh_CN
dc.relation.urihttp://210.34.4.28/opac/openlink.php?strText=0328&doctype=ALL&strSearchType=callno
dc.source.urihttp://210.34.4.13:8080/lunwen/detail.asp?serial=6904
dc.title随机动态复合系统的渐近P-稳定性和分散P-镇定
dc.title.alternativeOn the Asymptotic P-Stability and Decentrally Asymptotic P-Stabilization of Stochastic Composite Systems
dc.typethesis
dc.date.replied1987-06-08
dc.description.note学位:理学硕士
dc.description.note院系专业:计算机与信息工程学院计算机科学系_运筹学与控制论
dc.description.note学号:YL0000379


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