A DUALITY PRINCIPLE IN WEIGHTED SOBOLEV SPACES ON THE REAL LINE ArticleEveson S.P., Stepanov V.D., Ushakova E.P.Mathematische Nachrichten. Том 288. 2015. С. 877-897
HARDY-TYPE INEQUALITIES ON THE WEIGHTED CONES OF QUASI-CONCAVE FUNCTIONS ArticlePersson L.-E., Shambilova G.E., Stepanov V.D.Banach Journal of Mathematical Analysis. Том 9. 2015. С. 21-34
ОБ ОПТИМАЛЬНЫХ ПРОСТРАНСТВАХ БАНАХА, СОДЕРЖАЩИХ ВЕСОВОЙ КОНУС МОНОТОННЫХ ИЛИ КВАЗИВОГНУТЫХ ФУНКЦИЙ ArticleСтепанов В.Д.Математические заметки. Том 98. 2015. С. 907-922
WEIGHTED INEQUALITIES FOR SUBLINEAR INTEGRAL OPERATORS ON THE SEMIAXIS AND APPLICATIONS TO ANALYSIS ON THE LORENTZ SPACES ArticleProkhorov D.V., Stepanov V.D.Workshop on Function spaces, Harmonic Analysis and Related Topics. Karlstad, Sweden, April 27-30, 2015. Материалы конференции. 2015. С. 1-1
WEIGHT BOUNDEDNESS OF A CLASS OF QUASILINEAR OPERATORS ON THE CONE OF MONOTONE FUNCTIONS ArticleStepanov V.D., Shambilova G.E.Doklady Mathematics. Том 90. 2014. С. 569-572
ESTIMATES FOR A CLASS OF SUBLINEAR INTEGRAL OPERATORS ArticleProkhorov D.V., Stepanov V.D.Doklady Mathematics. Том 89. 2014. С. 372-377
EMBEDDING OF WEIGHTED SOBOLEV SPACES ON THE REAL LINE ArticleStepanov V.D.Материалы конференции International Conference "Spectral theory and differential operators", dedicated to the centenary of B.M. Levitan: Book of abstracts. 2014. С. 34-34
EMBEDDING INEQUALITY AND DUALITY PRINCIPLE IN WEIGHTED SOBOLEV SPACES ON THE SEMIAXIS ArticleStepanov V.D.The Seventh International conference on differential and functional differential equations. Moscow, Russia, August 22-29, 2014.. 2014. 112 с.
WEIGHTED HARDY-TYPE INEQUALITIES ON THE CONE OF QUASI-CONCAVE FUNCTIONS ArticlePersson L.-E., Popova O.V., Stepanov V.D.Mathematical Inequalities and Applications. Том 17. 2014. С. 879-898
ОЦЕНКИ ОДНОГО КЛАССА СУБЛИНЕЙНЫХ ИНТЕГРАЛЬНЫХ ОПЕРАТОРОВ ArticleПрохоров Д.В., Степанов В.Д.Doklady Akademii Nauk. Том 456. 2014. С. 645-649
О ВЕСОВОЙ ОГРАНИЧЕННОСТИ ОДНОГО КЛАССА КВАЗИЛИНЕЙНЫХ ОПЕРАТОРОВ НА КОНУСЕ МОНОТОННЫХ ФУНКЦИЙ ArticleСтепанов В.Д., Шамбилова Г.Э.Doklady Akademii Nauk. Том 458. 2014. С. 268-271
SOME SCALES OF EQUIVALENT CONDITIONS TO CHARACTERIZE THE STIELTJES INEQUALITY: THE CASE Q < P ArticleGogatishvili A., Persson L.-E., Stepanov V.D., Wall P.Mathematische Nachrichten. Том 287. 2014. С. 242-253
REDUCTION THEOREMS FOR OPERATORS ON THE CONES OF MONOTONE FUNCTIONS ArticleGogatishvili A., Stepanov V.D.Journal of Mathematical Analysis and Applications. Том 405. 2013. С. 156-172
REDUCTION THEOREMS FOR WEIGHTED INTEGRAL INEQUALTIES ON THE CONE OF MONOTONE FUNCTIONS ArticleGogatishvili Amiran, Stepanov V.D.Успехи математических наук. Том 68. 2013. С. 3-68
REDUCTION THEOREMS FOR WEIGHTED INTEGRAL INEQUALITIES ON THE CONE OF MONOTONE FUNCTIONS ArticleGogatishvili A., Stepanov V.D.Russian Mathematical Surveys. Том 68. 2013. С. 597-664