Results 181 to 190 of about 48,627 (215)
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Complete footprint of lifting reentry vehicles
Acta Astronautica, 1990Abstract In this Note, the optimal 3-dimensional fly-back reentry trajectory for minimum longitudinal range is solved. The maximum lift-to-drag ratio is constrained to a reasonable limit. As compared with the fly-back reentry trajectory in the vertical plane, we found that it gives the global minimum longitudinal range.
Hsu, Fu-Kuo +2 more
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Completion, extension, factorization, and lifting of operators
Mathematische Annalen, 2015zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Baidiuk Dmytro, Hassi Seppo
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Geodesics for complete lifts of affine connections in tensor bundles
Applied Mathematics and Computation, 2004The authors give a characterization for the geodesics of the complete lifts of affine connections on finite dimensional smooth manifolds.
A. Magden, Arif A. Salimov
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Soundness and completeness versus lifting property
1996We give new formulations of the property of soundness and completeness of a resolution system and of the lifting lemma, and we discuss their relationship.
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Linear liftings for non-complete probability spaces
Israel Journal of Mathematics, 1992In a previous paper the second author showed that it is consistent with ZFC that the Lebesgue measure restricted to the Borel \(\sigma\)-algebra on \([0,1]\) has no lifting [see \textit{S. Shelah}, Isr. J. Math. 45, 90-96 (1983; Zbl 0549.03041)]. Modifying the technique of the above paper the authors establish the main result of the present paper, i.e.,
Burke, Maxim R., Shelah, Saharon
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Complete lifts of derivations to tensor bundles
2002The authors study the complete lifts of derivations on an \(n\)-dimensional differentiable manifold \(M\) of class \(C^\infty\), and consider some geometric applications of the tangent bundle. Contents include: an introduction; vertical lifts of tensor fields and the \(\gamma\)-operator; complete lifts of derivations and \(\gamma\)-operator; complete ...
SALIMOV, Arif, CENGİZ, Nejmi
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Properties of the complete lift of Riemannian connection for flat manifolds
Summary: Here, we deals with a special lift \(\tilde{g}\) of a Riemannian metric \(g\) on a manifold \(M\) to the tangent bundle \(TM\) of \(M\). This lift is defined as a linear combination of certain well-known lifts of \(g\). The main results of the paper are proved under the condition that the Riemannian manifold \((M,g)\) is flat, in fact the ...Hedayatian, Sina +2 more
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Complete lifts of projectable linear connection to semi-tangent bundle
2019Summary: We study the complete lifts of projectable linear connection for semi-tangent bundle. The aim of this study is to establish relations between these and complete lift already known. In addition, the relations between infinitesimal linear transformations and projectable linear connections are studied.
YILDIRIM, FURKAN, POLAT, MURAT
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Completion of the Claymore Gas-Lift Optimisation Project
Proceedings of European Petroleum Conference, 1984Abstract This is a case history of an innovative process, thatof a gas lift optimisation supervisory system, currently in operation on Occidental's Claymore Platform. It describes the initial arrangement on Claymore, showing why and how the system came into being, what it consists of by way of hardware, and how the ...
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