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- W2135681109 abstract "In (7), R. Miron and Gh. Atanasiu wrote the Einstein equa- tions of a metric structure G on the tangent of order two, T 2 M (previously named 2-osculator bundle and denoted by Osc 2 M), endowed with a nonlinear connection N and a linear connection D such that the 2-tangent structure J be absolutely parallel to D. In the present paper, the authors determine the Einstein equa- tions by making use of the concept of N-linear connection defined by Gh. Atanasiu, ( 1), this is, a linear connection which is not neccesarily compati- ble with J, but only preserves the distributions generated by the nonlinear connection N." @default.
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- W2135681109 date "2005-01-01" @default.
- W2135681109 modified "2023-09-26" @default.
- W2135681109 title "EINSTEIN EQUATIONS IN THE GEOMETRY OF SECOND ORDER" @default.
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