MAXIMAL AND SINGULAR INTEGRAL OPERATORS AND THEIR COMMUTATORS ON GENERALIZED WEIGHTED MORREY SPACES WITH VARIABLE EXPONENT Article Guliyev V.S., Hasanov J.J., Badalov X.A. Mathematical Inequalities and Applications. Element D.O.O.. Vol. 21. 2018. P. 41-61
HARDY TYPE INEQUALITIES AND COMPACTNESS OF A CLASS OF INTEGRAL OPERATORS WITH LOGARITHMIC SINGULARITIES Article Abylayeva A.M., Persson L.-E. Mathematical Inequalities and Applications. Element D.O.O.. Vol. 21. 2018. P. 201-215
NEW IMPROVEMENT OF THE CONVERSE JENSEN INEQUALITY Article Pečaríc J., Períc J. Mathematical Inequalities and Applications. Element D.O.O.. Vol. 21. 2018. P. 217-234
MORE ACCURATE CLASSES OF JENSEN–TYPE INEQUALITIES FOR CONVEX AND OPERATOR CONVEX FUNCTIONS Article Choi D., Krni M., Peari J. Mathematical Inequalities and Applications. Element D.O.O.. Vol. 21. 2018. P. 301-321
SOME PROPERTIES OF ZIPF–MANDELBROT LAW AND HURWITZ ? –FUNCTION Article Jakšeti J., Peari D., Peari J. Mathematical Inequalities and Applications. Element D.O.O.. Vol. 21. 2018. P. 575-584
SOME NEW TWO-SIDED INEQUALITIES CONCERNING THE FOURIER TRANSFORM Article Kopezhanova A., Nursultanov E., Persson L.-E. Mathematical Inequalities and Applications. Element D.O.O.. Vol. 20. 2017. P. 855-864
A WEIGHTED HARDY-TYPE INEQUALITY FOR 0 < P < 1 WITH SHARP CONSTANT Article Azzouz N., Burenkov V.I., Senouci A. Mathematical Inequalities and Applications. Element D.O.O.. Vol. 18. 2015. P. 787-799
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
WEIGHTED HARDY-TYPE INEQUALITIES ON THE CONE OF QUASI-CONCAVE FUNCTIONS Article Persson L.-E., Popova O.V., Stepanov V.D. Mathematical Inequalities and Applications. Element D.O.O.. Vol. 17. 2014. P. 879-898
KERNEL OPERATORS WITH VARIABLE INTERVALS OF INTEGRATION IN LEBESGUE SPACES AND APPLICATIONS Article Stepanov V.D., Ushakova E.P. Mathematical Inequalities and Applications. Element D.O.O.. Vol. 13. 2010. P. 449-510
ALTERNATIVE CRITERIA FOR THE BOUNDEDNESS OF VOLTERRA INTEGRAL OPERATORS IN LEBESGUE SPACES Article Stepanov V.D., Ushakova E.P. Mathematical Inequalities and Applications. Element D.O.O.. Vol. 12. 2009. P. 873-889
HARDY INEQUALITY WITH THREE MEASURES ON MONOTONE FUNCTIONS Article Johansson M., Stepanov V.D., Ushakova E.P. Mathematical Inequalities and Applications. Element D.O.O.. Vol. 11. 2008. P. 393-413
SOME SCALES OF EQUIVALENT WEIGHT CHARACTERIZATIONS OF HARDY'S INEQUALITY: THE CASE Q < P Article Persson L.-E., Stepanov V., Wall P. Mathematical Inequalities and Applications. Element D.O.O.. Vol. 10. 2007. P. 267-279
17TH SAINT PETERSBURG INTERNATIONAL CONFERENCE ON INTEGRATED NAVIGATION SYSTEMS, ICINS 2010 - PROCEEDINGS Conference proceedings 17th Saint Petersburg International Conference on Integrated Navigation Systems, ICINS 2010. State Research Center of the Russian Federation.