The Journal of the Indian Mathematical Society

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One Parameter Groups of Deformations in Riemannian Spaces


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1 Aligarh, India
     

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Taking a finite one parameter transformation of a Lie group generated by the infinitesimal transformation D = ur ∂/∂xr in a space either Riemannian or of affine connection, Kosambi was the first to suggest the idea that if the group G operates in that space, the geometric objects could be generated by suitable operators associated with the given Lie group.
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  • One Parameter Groups of Deformations in Riemannian Spaces

Abstract Views: 150  |  PDF Views: 0

Authors

Mohammad Shabbar
Aligarh, India

Abstract


Taking a finite one parameter transformation of a Lie group generated by the infinitesimal transformation D = ur ∂/∂xr in a space either Riemannian or of affine connection, Kosambi was the first to suggest the idea that if the group G operates in that space, the geometric objects could be generated by suitable operators associated with the given Lie group.