Spectral Theory for Random and Nonautonomous Parabolic Equations and Applications外文

Spectral Theory for Random and Nonautonomous Parabolic Equations and Applications外文

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大小:2.32 MB

页数:323页

时间:2019-07-10

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1、CHAPMAN&HALL/CRCMonographsandSurveysinPureandAppliedMathematics139SPECTRALTHEORYFORRANDOMANDNONAUTONOMOUSPARABOLICEQUATIONSANDAPPLICATIONS©2008byTaylor&FrancisGroup,LLCCHAPMAN&HALL/CRCMonographsandSurveysinPureandAppliedMathematicsMainEditorsH.Brezis

2、,UniversitédeParisR.G.Douglas,TexasA&MUniversityA.Jeffrey,UniversityofNewcastleuponTyne(FoundingEditor)EditorialBoardR.Aris,UniversityofMinnesotaG.I.Barenblatt,UniversityofCaliforniaatBerkeleyH.Begehr,FreieUniversitätBerlinP.Bullen,UniversityofBritis

3、hColumbiaR.J.Elliott,UniversityofAlbertaR.P.Gilbert,UniversityofDelawareR.Glowinski,UniversityofHoustonD.Jerison,MassachusettsInstituteofTechnologyK.Kirchgässner,UniversitätStuttgartB.Lawson,StateUniversityofNewYorkB.Moodie,UniversityofAlbertaL.E.Pay

4、ne,CornellUniversityD.B.Pearson,UniversityofHullG.F.Roach,UniversityofStrathclydeI.Stakgold,UniversityofDelawareW.A.Strauss,BrownUniversityJ.vanderHoek,UniversityofAdelaide©2008byTaylor&FrancisGroup,LLCCHAPMAN&HALL/CRCMonographsandSurveysinPureandApp

5、liedMathematics139SPECTRALTHEORYFORRANDOMANDNONAUTONOMOUSPARABOLICEQUATIONSANDAPPLICATIONSJanuszMierczy´nskiWenxianShen©2008byTaylor&FrancisGroup,LLCChapman&Hall/CRCTaylor&FrancisGroup6000BrokenSoundParkwayNW,Suite300BocaRaton,FL33487‑2742©2008byTayl

6、or&FrancisGroup,LLCChapman&Hall/CRCisanimprintofTaylor&FrancisGroup,anInformabusinessNoclaimtooriginalU.S.GovernmentworksPrintedintheUnitedStatesofAmericaonacid‑freepaper10987654321InternationalStandardBookNumber‑13:978‑1‑58488‑895‑6(Hardcover)Thisbo

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