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在“SpringerLink电子期刊”中，命中：24条，耗时：0.0959568 秒

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1. Functions with (non)timelike gradient on a space-time

作者： V. N. Berestovski? ; I. A. Zubareva

关键词：globally hyperbolic space ; time ; Cauchy surface ; (non)timelike gradient ; Lorentz manifold ; level surface ; de Sitter space ; time of the first kind ; world line ; event horizon

刊名：Siberian Advances in Mathematics

出版年：2015

2. Geodesics and shortest arcs of a special sub-Riemannian metric on the Lie group SO(3)

作者： V. N. Berestovski? ; I. A. Zubareva

关键词：geodesic ; left ; invariant sub ; Riemannian metric ; Lie algebra ; Lie group ; shortest arc

刊名：Siberian Mathematical Journal

出版年：2015

3. Homogeneous Spaces with Inner Metric and with Integrable Invariant Distributions

作者： V. N. Berestovskii ; V. V. Gorbatsevich

刊名：Journal of Mathematical Sciences

出版年：2015

4. Homogeneous spaces with inner metric and with integrable invariant distributions

作者： V. N. Berestovskii ; V. V. Gorbatsevich

关键词：Berard ; Bergery space ; Carnot–Carathéodory metric ; Carnot group ; Heisenberg group ; Homogeneous geodesic manifold ; Homogeneous isotropy irreducible space ; Homogeneous space with integrable invariant distributions ; Gromov–Haudorff limit ; Invariant foliation ; Invariant inner metric on homogeneous space ; Isoholonomic variational problem ; Left ; invariant inner metric on Lie group ; Lie algebra ; Lie group ; Locally compact homogeneous geodesic space ; (Non ; holonomic)Finsler metric ; Non ; holonomic metric g

刊名：Analysis and Mathematical Physics

出版年：2014

5. Generalized normal homogeneous spheres S 4n+3 with greatest connected motion group Sp(n + 1) · 作者：V. N. Berestovski? (1)
关键词：geodesic orbit space ; geodesic vector ; δ ; homogeneous space ; δ ; vector ; sphere ; naturally reductive space ; (generalized) normal homogeneous Riemannian space ; homogeneous Riemannian fibration ; Riemannian submersion ; division ring of quaternions ; Euler characteristic
刊名：Siberian Mathematical Journal
出版年：2013

6. Homogeneous almost normal Riemannian manifolds

作者：V. N. Berestovski? (1)

关键词：Weyl group ; naturally reductive Riemannian manifold ; Chebyshev norm ; homogeneous normal Riemannian manifold ; homogeneous generalized normal Riemannian manifold ; homogeneous almost normal Riemannian manifold ; Cartan subagebra ; L?wner ; John ellipsoid

刊名：Siberian Advances in Mathematics

出版年：2014

7. Generalized normal homogeneous Riemannian metrics on spheres and projective spaces

作者：Valeri? Nikolaevich Berestovski? (1)
Yuri? Gennadievich Nikonorov (2)

关键词：Clifford algebras ; Clifford–Wolf homogeneous spaces ; Generalized normal homogeneous Riemannian manifolds ; g.o. spaces ; Grassmannian algebra ; Homogeneous spaces ; Hopf fibrations ; Normal homogeneous Riemannian manifolds ; Generalized normal homogeneous but not normal homogeneous ; Riemannian submersions ; (weakly) symmetric spaces ; Primary 53C20 ; Secondary 53C25 ; 53C35

刊名：Annals of Global Analysis and Geometry

出版年：2014

8. Generalized normal homogeneous spheres

作者： V. N. Berestovski?

关键词：geodesic orbit space ; geodesic vector ; δ ; homogeneous space ; δ ; vector ; naturally reductive space ; (generalized) normal homogeneous Riemannian space ; Riemannian submersion ; weakly symmetric space ; submetry

刊名：Siberian Mathematical Journal

出版年：2013

9. Zonal spherical functions on CROSS’s and special functions

作者：V. N. Berestovski? (1) berestov@ofim.oscsbras.ru

关键词：CROSS – Hopf fiber bundle – Riemannian submersion – trigonometric formulas of spherical geometry – eigenvalues of the Laplacian – zonal spherical functions – hypergeometric functions – Jacobi polynomials – weight functions – ultraspherical polynomials – Gegenbauer polynomials – Legendre polynomials – Chebyshev polynomials

刊名：Siberian Mathematical Journal

出版年：2012

10.On ¦Ä-homogeneous Riemannian manifolds. II

作者：V. N. Berestovski? and Yu. G. Nikonorov

关键词：homogeneous space ; homogeneous space of positive Euler characteristic ; geodesic orbit space ; Clifford ; Wolf translations ; geodesic ; naturally reductive homogeneous Riemannian space ; Riemannian submersion

刊名：Siberian Mathematical Journal

出版年：2009

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