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Dual connections in Finsler geometry
2008Summary: In the present paper, we generalize the notion of statistical structure and its dual connection in Riemannian geometry to Finsler geometry. We shall show that the Berwald connection \(D\) of a Finsler manifold is a statistical structure. In particular, as an application of this fact, we shall show that, if the \(hh\)-curvature of the Berwald ...
Nagano, T., Aikou, T.
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Cognate Paradigms Revisited : Connecting the Dual
2003Abstract A pronominal paradigm is not an isolated, unchangeable structure. Quite the contrary: the structure of a pronominal paradigm is highly variable through time and space, and the variation in paradigmatic structure, even between closely related languages, is remarkable.
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Dual connections on a normalized hypersurface in an affinely connected space
Russian Mathematics, 2009We study dual connections induced by normalizations of submanifolds embedded into an affinely connected space A n,n .
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Connectivity or Complementarity in the Dual System
Zeitschrift für Berufs- und Wirtschaftspädagogik, 2019The relationship between learing at school and in-company learning is essential to the understandig of apprenticeship, not only in the frame of the German dual system of vocational education. Around the year 2000 two theoretical approaches have been presented.
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Stochastic Delay Guarantees for Devices with Dual Connectivity
IEEE Internet of Things Journal, 2023Monika Prakash +2 more
exaly