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SOME INVESTIGATIONS IN KAEHLERIAN TACHIBANA H-CONCIRCULAR RECURRENT AND SYMMETRIC SPACES OF SECOND ORDER

机译:KAEHLERIAN TACHIBANA H的递归和二阶对称空间的一些研究

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摘要

Tachibana (1967) and Mathai (1969) studied and defined the Bochner curvature tensor and Kaehlerian recurrent spaces respectively. Singh (1971-72) studied and defined Kaehlerian recurrent and Ricci-recurrent spaces of second order. In the present paper, we have studied and defined Kaehlerian Tachibana H-Concircular recurrent and symmetric spaces of second order also several theorems have been investigated and proved therein. The necessary and sufficient condition for a ~2T_n-space to be ~2P_n-space have been established.
机译:Tachibana(1967)和Mathai(1969)分别研究和定义了Bochner曲率张量和Kaehlerian递归空间。 Singh(1971-72)研究并定义了二阶Kaehlerian递归和Ricci递归空间。在本文中,我们研究和定义了Kaehlerian Tachibana H-二阶圆形递归和对称空间,并研究了其中的几个定理。已经确定〜2T_n-空间为〜2P_n-空间的充要条件。

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  • 来源
    《Acta Ciencia Indica》 |2012年第4期|687-694|共8页
  • 作者

    K.S. RAWAT; KUNWAR SINGH;

  • 作者单位

    Department of Mathematics, H.N.B.Garhwal University Campus, Badshahi Thaul Tehri (Garhwal)-249199, Uttarakhand, India;

    Department of Mathematics, H.N.B.Garhwal University Campus, Badshahi Thaul Tehri (Garhwal)-249199, Uttarakhand, India;

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