关于四元射影空间中的全实2-调和子流形
관우사원사영공간중적전실2-조화자류형
On totally real 2-harmonic submanifolds in a quaternion projective space
  • 万方数据
    纯粹数学与应用数学 순수수학여응용수학
    PURE AND APPLIED MATHEMATICS
    2011年 5期 679-684 ,共6页

    汪兴上%宋卫东

    왕흥상%송위동

    四元射影空间%2-调和%全实极小子流形 四元射影空間%2-調和%全實極小子流形
    사원사영공간%2-조화%전실겁소자류형
    quaternion projective space%2-harmonic%totally real minimal submanifold
    利用了活动标架法对四元射影空间QPnc中全实2-调和子流形进行了研究，获得了这类子流形成为全实极小子流形的刚性定理，推广了相关文献中的积分不等式．
    이용료활동표가법대사원사영공간QPnc중전실2-조화자류형진행료연구，획득료저류자류형성위전실겁소자류형적강성정리，추엄료상관문헌중적적분불등식．
    In this paper, the authors study totally real 2-harmonic submanifolds in a Quaternion Projective Space by means of moving frames, we obtain a promotion of Simons＇ type integral inequality of compact sub- manifolds as well as some pinching tbeorems.
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