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1、IEEETRANSACTIONSONAUTOMATICCONTROL,VOL.51,NO.7,JULY20061195[23]E.D.Sontag,Smoothstabilizationimpliescoprimefactorization,IEEETrans.Autom.Control,vol.34,no.4,pp.435443,Apr.1989.[24],Furtherfactsaboutinputtostatestabilization,IEEETrans.Autom.Control,vol.35,no.4,pp.473476,
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3、eel,ConnectionsbetweenRazumikhin-typetheoremsandtheISSnonlinearsmallgaintheorem,IEEETrans.Autom.Control,vol.43,no.7,pp.960964,Jul.1998.[28]A.R.Teel,D.Nesicˇ´,andP.V.Kokotovic,Anoteoninput-to-statestabilityofsampled-datanonlinearsystems,inProc.37thIEEEConf.fromsampledinp
4、utoutputsignals,i.e.,notfromfunctionsoftimebutonDecisionandControl,1998,pp.24732478.fromnumbersequencesbeingaresultofsampling.Thedistancebe-[29]Z.WangandF.Paganini,Globalstabilityofnonlinearcongestiontweenconsecutivesamplinginstantsmaychangeintime,samplingcancontrolwith
5、time-delay,inAdvancesinCommunicationControlNet-beuniformornot.Weshowthatourkernelalgorithms,oneofflineandworks,S.Tarbouriech,C.T.Abdallah,andJ.Chiasson,Eds.Heidel-berg,Germany:Springer-Verlag,2004,vol.308,pp.199222,Lecturetwosemirecursive,convergetotheunknowncharacterist
6、icandgiveNotesinControlandInformationSciences.convergencerates.Wealsoexaminetherelationbetweenvariousways[30]W.S.WongandR.W.Brockett,Systemswithfinitecommunicationofsamplingandconvergenceanddemonstratewhichmethodsofsam-bandwidthconstraintsII:Stabilizationwithlimitedinfor
7、mationfeed-back,IEEETrans.Autom.Control,vol.44,no.5,pp.10491053,Mayplingaregoodandwhicharenot.Thetimeintervalthesamplingis1999.performedonmustincreasetoinfinitysufficientlyquickly.II.STATEMENTOFTHEPROBLEMTheidentifiedcontinuous-timeHammersteinsystemisshowninFig.1.Theinputs
8、ignalfU(t);t2(01;1)gisastationaryContinuous-TimeHammersteinSystemIdentification2whiterandomprocesswithautocovar
