两类离散哈密顿系统极限点型的判定
량류리산합밀돈계통겁한점형적판정
Limit Point Criteria for Two Classes of Discrete Hamiltonian Systems
  • 万方数据
    应用泛函分析学报 응용범함분석학보
    ACTA ANALYSIS FUNCTIONALIS APPLICATA
    2009年 4期 369-376 ,共8页

    周美秀%王欣阵

    주미수%왕흔진

    微分算子%差分算子%极限点型%强极限点型 微分算子%差分算子%極限點型%彊極限點型
    미분산자%차분산자%겁한점형%강겁한점형
    differential operator%difference operator limit piont (limit circle) case%strong limit piont case
    利用算子的谱理论及经典的不等式,讨论两类离散哈密顿系统,得出半退化型系统为强极限点型以及Dirac型系统为极限点型的一些判别准则.
    이용산자적보이론급경전적불등식,토론량류리산합밀돈계통,득출반퇴화형계통위강겁한점형이급Dirac형계통위겁한점형적일사판별준칙.
    Using the spectral theory of self-adjoint operators in a Hilbert space and some inequalities, Strong limit point criteria for.semi-degenerate system and limit point criteria for Dirac systems are established.
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