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On the Most General Static Field in the Relativity Theory


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1 St. Joseph's College, Trichinopoly, India
     

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The ten gravitational equations of Einstein's Relativity theory are reducible to a system of only seven equations of a more tractable type when the metric can be written in the form

(1.1)               ds2=V2(x1, x2, x3) dt2-Σgij(x1, x2, x3) dxidxj.

This case has been studied and called the static case by Prof. Levi-Civita. The space-time then admits a group of isometry defined by the transformation t' = t + constant.


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  • On the Most General Static Field in the Relativity Theory

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Authors

C. Racine
St. Joseph's College, Trichinopoly, India

Abstract


The ten gravitational equations of Einstein's Relativity theory are reducible to a system of only seven equations of a more tractable type when the metric can be written in the form

(1.1)               ds2=V2(x1, x2, x3) dt2-Σgij(x1, x2, x3) dxidxj.

This case has been studied and called the static case by Prof. Levi-Civita. The space-time then admits a group of isometry defined by the transformation t' = t + constant.