V. K. Beloshapka - Concepedia

Author

V. K. Beloshapka

Also Known As

Beloshapka, V. K., V K Beloshapka, V. Beloshapka, V. K. Beloshapka, V.K. Beloshapka, Valerii Beloshapka, Valerii Konstantinovich Beloshapka, Валерий Константинович Белошапка

101

Publications

750

Citations

H-Index

Concepts

All Affiliations

Lomonosov Moscow State University Moscow State University Australian National University

About

V. K. Beloshapka is an author at Lomonosov Moscow State University specializing in geometry, integral geometry, and education.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Geometry	5	5	183
2	Education	1	1	28
3	Geometric Group Theory	1	1	28
4	Integral Geometry	1	1	37

V. K. Beloshapka

Publications

364

Citations

H-Index

Page 1

	Year	Citations
Universal Models For Real Submanifolds V. K. Beloshapka Mathematical Notes Global GeometryGeometryManifold ModelingGlobal AnalysisUniversal Models	2004	42
Real submanifolds in complex space: polynomial models, automorphisms, and classification problems V. K. Beloshapka Russian Mathematical Surveys Global GeometryComplex SpaceGeometryRiemannian GeometryManifold Modeling	2002	39
ON HOLOMORPHIC TRANSFORMATIONS OF A QUADRIC V. K. Beloshapka Mathematics of the USSR-Sbornik Integral GeometryGeometryProjective GeometryArbitrary CodimensionHolomorphic Transformations	1992	37
A uniqueness theorem for automorphisms of a nondegenerate surface in a complex space V. K. Beloshapka Mathematical Notes Complex SpaceGeometryNondegenerate SurfaceUniqueness TheoremComplex Geometry	1990	37
Canonical Cartan connection and holomorphic invariants on Engel CR manifolds V. K. Beloshapka, Vladimir Ezhov, Gerd Schmalz Russian Journal of Mathematical Physics	2007	34
Analytic complexity of functions of two variables V. K. Beloshapka Russian Journal of Mathematical Physics	2007	30
FINITE-DIMENSIONALITY OF THE GROUP OF AUTOMORPHISMS OF A REAL-ANALYTIC SURFACE V. K. Beloshapka Mathematics of the USSR-Izvestiya Complex Space CnAutomorphic FormGeometric Group TheoryLie GroupGeometry	1989	28
Homogeneous Hypersurfaces in ℂ3, Associated with a Model CR-Cubic V. K. Beloshapka, Ilya Kossovskiy Journal of Geometric Analysis Global AnalysisComplex GeometryGeometric Partial Differential EquationHomogeneous Hypersurfaces	2010	27
CR-Manifolds of Finite Bloom–Graham Type: the Model Surface Method V. K. Beloshapka Russian Journal of Mathematical Physics	2020	22
Classification of homogeneous CR-manifolds in dimension 4 V. K. Beloshapka, Ilya Kossovskiy Journal of Mathematical Analysis and Applications Manifold ModelingHomogeneous Cr-manifoldsManifold LearningRiemannian Manifold	2010	17

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