Abstract
Regular general connections of conformal type provided for space-times are investigated. Using the Hessian-type tensors of time function, certain isometric decomposition theorems of space-times can be obtained. The null geodesics concerning the general connection of conformal type are defined and a criterion for its incompleteness is researched.
Acknowledgements
The author is sincerely grateful to Prof. Tominoske Otsuki for his constant encouragement and valuable advice. And also the author would like to thank Prof. Naoto Abe and Dr. Naoyuki Koike for helpful discussions.
Citation
Keiichi Kikuchi. "REGULAR GENERAL CONNECTIONS AND LORENTZIAN TWISTED PRODUCTS." SUT J. Math. 32 (1) 35 - 57, January 1996. https://doi.org/10.55937/sut/1262208494
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