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Demonstration of the rotational viscosity transfer across scales in Navier-Stokes turbulence. [PDF]
Sci RepTsuzuki S.
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Revisiting Volterra defects: geometrical relation between edge dislocations and wedge disclinations. [PDF]
R Soc Open SciKobayashi S, Takemasa K, Tarumi R.
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Rigidity of Symmetric Frameworks on the Cylinder. [PDF]
Discrete Comput GeomNixon A, Schulze B, Wall J.
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Accelerated First-Passage Dynamics in a Non-Markovian Feedback Ornstein-Uhlenbeck Process. [PDF]
J Stat PhysCoghi F, Duvezin R, Wettlaufer JS.
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Infinitesimal Transformations in the Cartan Space
Infinitesimal Transformations in the Cartan Spaceopenaire
ON INFINITESIMAL HOLOMORPHICALLY PROJECTIVE TRANSFORMATION
ON INFINITESIMAL HOLOMORPHICALLY PROJECTIVE TRANSFORMATIONopenaire
INFINITESIMAL TRANSFORMATION IN A LINE ELEMENT SPACE
INFINITESIMAL TRANSFORMATION IN A LINE ELEMENT SPACEopenaire
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Russian Mathematics, 2015
In general, a flattened curve of order \(r\) is a curve whose points are of flattening order not greater than \(r\)-th. In this case, an \(r\)-th geodesic mapping can be defined as a mapping which transforms geodesic curves into flattened curves of order \(r\). This notion was introduced by \textit{S. G. Lejko} [Russ. Math. 36, No. 2, 62--71 (1992; Zbl
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In general, a flattened curve of order \(r\) is a curve whose points are of flattening order not greater than \(r\)-th. In this case, an \(r\)-th geodesic mapping can be defined as a mapping which transforms geodesic curves into flattened curves of order \(r\). This notion was introduced by \textit{S. G. Lejko} [Russ. Math. 36, No. 2, 62--71 (1992; Zbl
exaly +2 more sources