Acta mathematica scientia,Series A ›› 2000, Vol. 20 ›› Issue (4): 480-486.
• Articles • Previous Articles Next Articles
(Department of Mathematics,Nanjing University,Nanjiang 210093)
Online:
Published:
Abstract:
In this paper we difine the concept of general ingegrated semigroup.The generator and genaration of this general integrated semigroup are discussed. Also, some examples and applications are given.
Key words: General integrated semigroup, Integrated semigroup, Generator.
CLC Number:
Shen Junhao Song Guozhu. General Integrated Semigroups[J].Acta mathematica scientia,Series A, 2000, 20(4): 480-486.
0 / / Recommend
Add to citation manager EndNote|Reference Manager|ProCite|BibTeX|RefWorks
URL: http://121.43.60.238/sxwlxbA/EN/
http://121.43.60.238/sxwlxbA/EN/Y2000/V20/I4/480
1 GoldsteinJA.Semigroupsoflinearoperatorsandapplications.OzfordUnivPress 2 HilleE,PhillipsRS.Functionalanalysisandsemigroups.AmerMathSocCollogPubl,1975,31 3 ArendtW.Vectorvaluedlaplacetransformandcauchyproblem.IsraelJMath,1987,59:327-352. 4 HieberM.spectraofpesudodifferentialopertorsgeneratingintegratedsemigroups.TransofAmerMathSoc,1995, 10(347):4023-4035. 5 DelaubenfelsR.Existencefamily,functionalcalculiandevolutionequations.LectureNotesin Math,1570,1994. 6 Milorad,MijatovicandStevenPilpovic,αtimesintegrtedsemigroups.JMathAnalAppl,1997,210(2):790-803. 7 ShenJunhao,SongGuozhu.Thelaplacetransformsandintegratedsemigroups.JofNanzingUniv MathBiquarterly, 1997,14(1):13-22 8 IhaFT,SchuberCF.Thespectrumofpertialoperatorsandapplicationstopartialdifferntialequations.SpringerVer lag,1993. 9 H¨ormanderL.Estimatesfortraslationinvariantoperatorsin spaces.ActaMath,1960,104:93-140 10 HieberM.Integratedsemigroupsanddifferentialoperatorson space.MathAnn,1991,291:1-16
Cited