The geometrical sizes on Lobachevski plane
In this paper we investigate a local structure of geometrical quantities on the Lobachevski plane. This structure is used to describe metric differential invariants on the Lobachevski plane ([1]).
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In the paper complete systems of exact solutions for Dirac and Weyl equations in the Lobachevsky space H3 are constructed on the base of the method of separation of the variables in quasi-cartesian coordinates. An extended helicity operator is introduced.
Ovsiyuk, E.
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Distribution and ecological preferences of <i>Ovalona karelica</i> (Stenroos, 1897) (Crustacea, Branchiopoda, Cladocera) in Volga River Basin (European Russia). [PDF]
Gavrilko D, Sinev A, Zhikharev V.
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Dielectric Response of Micelles Built from Intrinsically Disordered Beta-Casein. [PDF]
Zuev YF +7 more
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About the isoperimetric property of λ-convex lunes on the Lobachevsky plane
Приведена точная нижняя оценка площади области, которую может ограничивать замкнутая вложенная λ-выпуклая кривая заданной длины, лежащая на плоскости Лобачевского.Знайдено точну нижню оцiнку площi областi, що може бути обмежена замкненою вкладеною λ ...
Драч, К.Д.
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HIF1 Stabilization by Roxadustat Improves Cognition and Prevents Neuron Loss in Alzheimer's Diseases In Vivo. [PDF]
Mitroshina EV +3 more
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Development of a New Handheld Device for Measuring Photosynthetic Carbon Dioxide Assimilation in Plant Leaves. [PDF]
Kozlova E +4 more
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Towards a personalized perspective on gliomas: an epigenetic-immuno-inflammatory aging framework. [PDF]
Vershinina O +3 more
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Double stochastic resonance in stink bug sexual communication. [PDF]
Curcio L +8 more
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A Multimodal, Electrocardiography-Centric Clinical Data Platform With Artificial Intelligence-Assisted Querying for Cardiovascular Research. [PDF]
Rodrigo Rivero C +4 more
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