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首页> 外文期刊>Ukrainian mathematical journal >ON THE RECONSTRUCTION OF THE VARIATION OF THE METRIC TENSOR OF A SURFACE ON THE BASIS OF A GIVEN VARIATION OF CHRISTOFFEL SYMBOLS OF THE SECOND KIND UNDER INFINITESIMAL DEFORMATIONS OF SURFACES IN THE EUCLIDEAN SPACE E_3
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ON THE RECONSTRUCTION OF THE VARIATION OF THE METRIC TENSOR OF A SURFACE ON THE BASIS OF A GIVEN VARIATION OF CHRISTOFFEL SYMBOLS OF THE SECOND KIND UNDER INFINITESIMAL DEFORMATIONS OF SURFACES IN THE EUCLIDEAN SPACE E_3

机译:基于欧洲空间E_3中表面无限变形的第二类克里斯托夫符号的给定变化来重建表面的度量张量变化

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摘要

We investigate the problem of reconstruction of the variation of the metric tensor of a surface on the basis of a given variation of Christoffel symbols of the second kind under infinitesimal deformations of surfaces in the Euclidean space E_3 .
机译:我们基于欧氏空间E_3中表面的无穷小变形下,根据第二类Christoffel符号的给定变化,研究重构表面度量张量的问题。

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