V. D. Stepanov - Concepedia

Author

V. D. Stepanov

Peoples' Friendship University of Russia ORCID

Also Known As

Stepanov V.D., Stepanov, V. D., V D Stepanov, V. D. Stepanov, V. Stepanov, V.D. Stepanov, Vladimir D Stepanov, Vladimir D. Stepanov, Vladimir Dmitrievich Stepanov, Vladimir Stepanov

194

Publications

2.5K

Citations

H-Index

Concepts

All Affiliations

Peoples' Friendship University of Russia Russian Academy of Sciences Far Eastern Branch of the Russian Academy of Sciences Budker Institute of Nuclear Physics Computing Center

About

V. D. Stepanov is an author at Peoples' Friendship University of Russia specializing in functional analysis, engineering, and variational inequalities.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	16	26	943
2	Applied Physics	4	4	112
3	Law	1	1	13
4	Natural Sciences	1	1	11
5	Economics	1	1	11

V. D. Stepanov

Publications

2.1K

Citations

H-Index

Page 1

	Year	Citations
The Weighted Hardy Inequality: New Proofs and the Case <i>p</i> = 1 Gord Sinnamon, V. D. Stepanov Journal of the London Mathematical Society New ProofsEngineeringWeighted Hardy InequalityMonotone FunctionsMonotone Kernels	1996	175
On embeddings between classical Lorentz spaces Marı́a J. Carro, Luboš Pick, Javier Soria, Mathematical Inequalities & Applications	2001	173
The weighted Hardy’s inequality for nonincreasing functions V. D. Stepanov Transactions of the American Mathematical Society Classical OperatorsWeighted Hardy ’Norm (Mathematics)Analytic Number TheoryFunctional Analysis	1993	111
On the Principle of Duality in Lorentz Spaces M. L. Goldman, H. P. Heinig, V. D. Stepanov Canadian Journal of Mathematics Integral GeometryLinear OperatorLorentz SpacesEngineeringReverse Hölder Inequalities	1996	86
Weighted Norm Inequalities of Hardy Type for a Class of Integral Operators V. D. Stepanov Journal of the London Mathematical Society Volterra Integral OperatorsResolvent KernelNorm (Mathematics)Sufficient ConditionsHardy Type	1994	81
Reduction theorems for weighted integral inequalities on the cone of monotone functions V. D. Stepanov Russian Mathematical Surveys Measure TheoryEngineeringWeighted Integral InequalitiesReduction TheoremsMonotone Functions	2013	81
Weighted integral inequalities with the geometric mean operator Lars‐Erik Persson, V. D. Stepanov Journal of Inequalities and Applications EngineeringVariational AnalysisWeighted Integral InequalitiesDefinite IntegralFunctional Analysis	2002	81
Integral Operators on the Cone of Monotone Functions V. D. Stepanov Journal of the London Mathematical Society Classical OperatorsGeneralized FunctionResolvent KernelMonotone FunctionsSufficient Conditions	1993	74
Plasma Heating and Confinement in GOL-3 Multi Mirror Trap A. Azhannikov, V. T. Astrelin, A. D. Beklemishev, Fusion Science & Technology Fast Ion HeatingEngineeringPhysicsPlasma TheoryApplied Physics	2007	62
TWO-WEIGHTED ESTIMATES OF RIEMANN-LIOUVILLE INTEGRALS V. D. Stepanov Mathematics of the USSR-Izvestiya Right-hand SideEngineeringRiemann-hilbert ProblemPotential TheorySufficient Conditions	1991	58

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