期刊文献+

AF-代数的闭的Jordan理想(英文)

Closed Jordan Ideals of AF-Algebras
下载PDF
导出
摘要 讨论 AF-代数的闭的 Jordan理想 .我们证明了 AF-代数的一个闭的子集是其一 In this article, we determine the closed Jordan ideals of an AF\|algebra. We show that a closed subset of an AF\|algebra is a Jordan ideal if and only if it is an associative ideal.
作者 吴畏
出处 《应用泛函分析学报》 CSCD 2000年第3期224-227,共4页 Acta Analysis Functionalis Applicata
关键词 AF-代数 JORDAN理想 矩阵单位 充要条件 结合理想 AF\|algebra Jordan ideal matrix unit
  • 相关文献

参考文献16

  • 1GuoZM.Someexistenceandmultiplicityresultsforaclassofquasilinearellipticeigenvalueproblems[J].NonlinearAnal,1992,18(10):957~971.
  • 2GuoZM.Existenceanduniquenessofpositiveradialsolutionsforaclassofquasilinearellipticequations[J].ApplAnal,1992,47:173~190.[3]GuoZM.Boundaryvalueproblemsofaclassofquasilinearordinarydifferentialequations[J].DiffIntegralEqns,1993,6(3):705~719.
  • 3GuoZM,WebbJRL.Uniquenessofpositivesolutionsforquasilinearellipticequationswhenaparameterislarge[J].ProcRoyalSocEdinburgy,1994,124A:189~198.
  • 4GuoZM.Onthenumberofpositivesolutionsforquasilinearellipticeigenvalueproblems[J].NonlinearAnal,1996,27(2):229~247.
  • 5YangZD,GuoZM.OnthestructureofpositivesolutionsforquasilinearO.D.E.[J].ApplicableAnalysis,1995,58:31~52.
  • 6DelPinoMA,ElguestM,ManasevichR.AhomotopicdeformationalongpofaLeraySchauderdegreeresultandexistencefor〖WTBX〗(|u′|p-2u′)′+f(t,u)=0,u(0)+u(T)=0,p>1〖WTBZ〗[J].JDiffEqns,1989,80:1~13.
  • 7DelPinoMA,ManasevichR.Globalbifurcationfromtheeigenvaluesoftheplaplacian[J].JDiffEqns,1991,92:226~251.
  • 8RenXF,WeiJC.Countingpeaksofsolutionstosomequasilinearellipticequationswithlargeexponents[J].JDiffEqns,1995,117:28~55.
  • 9UbillaP.Multiplicityresultsforthe1demensionalgeneralizedpLaplacian[J].JMathAnalAppl,1995,190:611~623.
  • 10JaeduckJ.OnspikesolutionsofsingularlyperturbedsemilinearDirichletproblem[J].JDiffEqns,1994,114:370~395.

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部