Curvature Inheritance Symmetry In Riemannian Spaces with Applications to String Cloud and String Fluids

H. Baysal; \.I. Tarhan; \.I. Yavuz; \.I. Y{\i}lmaz; U. Camc{\i}

arxiv: gr-qc/9912088 · v1 · pith:FHUYYCDAnew · submitted 1999-12-21 · 🌀 gr-qc

Curvature Inheritance Symmetry In Riemannian Spaces with Applications to String Cloud and String Fluids

\.I. Y{\i}lmaz , \.I. Yavuz , H. Baysal , \.I. Tarhan , U. Camc{\i} This is my paper

classification 🌀 gr-qc

keywords stringalphacloudcurvatureinheritancesymmetryapplicationsconformal

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We study, in this paper, curvature inheritance symmetry (CI), $\pounds_{\xi}R_{bcd}^{a}=2\alpha R_{bcd}^{a}$, where $\alpha $ is a scalar function, for string cloud and string fluid in the context of general relativity. Also, we have obtained some result when a proper CI (i.e., $\alpha \neq 0$) is also a conformal Killing vector.

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Curvature Inheritance Symmetry In Riemannian Spaces with Applications to String Cloud and String Fluids

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