NECESSARY AND SUFFICIENT CONDITIONS FOR THE BOUNDEDNESS OF THE MAXIMAL OPERATOR FROM LEBESGUE SPACES TO MORREY-TYPE SPACES Article Burenkov V., Goldman M. Mathematical Inequalities and Applications. Element D.O.O.. Vol. 17. 2014. P. 401-418
SPACES OF GENERALISED SMOOTHNESS IN SUMMABILITY PROBLEMS FOR Φ- MEANS OF SPECTRAL DECOMPOSITION Article Ayele T.G., Goldman M.L. Eurasian Mathematical Journal. Eurasian Mathematical Journal. Vol. 5. 2014. P. 61-81
ОПТИМАЛЬНОЕ ПРОСТРАНСТВО КАЛЬДЕРОНА ДЛЯ ПОТЕНЦИАЛОВ БЕССЕЛЯ Article Гольдман М.Л., Хароске Д. Doklady Akademii Nauk. Vol. 458. 2014. P. 510-513
OPTIMAL EMBEDDING AND SHARP ESTIMATES OF THE CONTINUITY ENVELOPE FOR GENERALIZED BESSEL POTENTIALS Article Goldman M., Haroske D. Doklady Mathematics. Vol. 88. 2013. P. 664-668
TWO-SIDED ESTIMATE FOR THE MODULUS OF CONTINUITY OF A CONVOLUTION Article Gol'dman M.L., Malysheva A.V. Differential Equations. Vol. 49. 2013. P. 557-568
ESTIMATES OF THE UNIFORM MODULUS OF CONTINUITY FOR BESSEL POTENTIALS Article Goldman M.L., Malysheva A.V., Haroske D. Doklady Mathematics. Vol. 87. 2013. P. 282-285
ESTIMATES FOR CONTINUITY ENVELOPES AND APPROXIMATION NUMBERS OF BESSEL POTENTIALS Article Goldman M.L., Haroske D.D. Journal of Approximation Theory. Vol. 172. 2013. P. 58-85
ESTIMATION OF THE UNIFORM MODULUS OF CONTINUITY OF THE GENERALIZED BESSEL POTENTIAL Article Goldman M.L., Malysheva A.V. Proceedings of the Steklov Institute of Mathematics. Vol. 283. 2013. P. 75-86
OPTIMAL EMBEDDINGS FOR BESSEL AND RIESZ POTENTIALS. PART 1 Article Goldman M.L., Guselnikova O.M. RUDN Journal of Mathematics, Information Sciences and Physics. Федеральное государственное автономное образовательное учреждение высшего образования Российский университет дружбы народов (РУДН). 2011. P. 5-17
ON EQUIVALENT CRITERIA FOR THE BOUNDEDNESS OF HARDY TYPE OPERATORS ON THE CONE OF DECREASING FUNCTIONS Article Goldman M.L. Analysis Mathematica. Vol. 37. 2011. P. 83-102
SOME CONSTRUCTIVE CRITERIA OF OPTIMAL EMBEDDINGS FOR POTENTIALS Article Goldman M.L. Complex Variables and Elliptic Equations. Vol. 56. 2011. P. 885-903
ON THE CONES OF REARRANGEMENTS FOR GENERALIZED BESSEL AND RIESZ POTENTIALS Article Goldman M.L. Complex Variables and Elliptic Equations. Vol. 55. 2010. P. 817-832
OPTIMAL EMBEDDINGS OF GENERALIZED BESSEL AND RIESZ POTENTIALS Article Goldman M.L. Proceedings of the Steklov Institute of Mathematics. Vol. 269. 2010. P. 85-105
OPTIMAL EMBEDDING OF BESSEL- AND RIESZ-TYPE POTENTIALS Article Goldman M.L. Doklady Mathematics. Vol. 80. 2009. P. 689-693
THE CONE OF REARRANGEMENTS FOR GENERALIZED BESSEL POTENTIALS Article Goldman M.L. Proceedings of the Steklov Institute of Mathematics. Vol. 260. 2008. P. 144-156