REVISION OF KASNER METRIC BY VGM-GRAVITATION THEORY

WANG YONG-JIU; TANG ZHI-MING

doi:10.7498/aps.30.1713

Abstract
In this paper, according to the VGM theory of gravitation, we have found, under certain conditions, the vector graviton field and the metric field of an infinitely long mass line, and compared it with the solution of G.E. field equation (Kasner metric).
Authors and contacts
WANG YONG-JIU,

TANG ZHI-MING

1.
长沙铁道学院
References

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[20]	QIAN SHANG-WU. A THEORY OF GRAVITATION BY CONSIDERING THE VECTOR GRAVITON FIELD AND THE METRIC FIELD. Acta Physica Sinica, 1979, 28(2): 258-262. doi: 10.7498/aps.28.258

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Vol. 30, Issue 12 - 1981-06-20

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REVISION OF KASNER METRIC BY VGM-GRAVITATION THEORY

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REVISION OF KASNER METRIC BY VGM-GRAVITATION THEORY

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