H. P. Heinig, V. D. Stepanov, “Weighted Hardy Inequalities for Increasing Functions”, Can. j. math., 45, № 1, 1993, 104
Martin Křepela, “Boundedness of Hardy-type operators with a kernel: integral weighted conditions for the case $0<q<1\le p<\infty $ 0 < q < 1 ≤ p < ∞”, Rev Mat Complut, 30, № 3, 2017, 547
Vladimir Dmitrievich Stepanov, “Об оптимальных пространствах Банаха, содержащих весовой конус монотонных или квазивогнутых функций”, Математические заметки, 98, № 6, 2015, 907
Qinsheng Lai, “Linear monotone operators and weighted BMO”, Proc. Amer. Math. Soc., 120, № 3, 1994, 875
A Gogatishvili, V D Stepanov, “Reduction theorems for weighted integral inequalities on the cone of monotone functions”, Russ. Math. Surv., 68, № 4, 2013, 597
M. Krbec, B. Opic, L. Pick, J. Rákosnik, 133, Function Spaces, Differential Operators and Nonlinear Analysis, 1993, 158
Амиран Гогатишвили, Amiran Gogatishvili, Владимир Дмитриевич Степанов, Vladimir Dmitrievich Stepanov, “Редукционные теоремы для весовых интегральных неравенств на конусе монотонных функций”, Успехи математических наук, 68, № 4(412), 2013, 3
María J. Carro, Anca N. Marcoci, Liviu G. Marcoci, “Extrapolation on the cone of decreasing functions”, Journal of Approximation Theory, 164, № 5, 2012, 776
Gord Sinnamon, “One-dimensional Hardy-type inequalities in many dimensions”, Proceedings of the Royal Society of Edinburgh: Section A Mathematics, 128, № 4, 1998, 833
Komil Kuliev, Gulchehra Kulieva, Normurod Ismatov, 3045, PROBLEMS IN THE TEXTILE AND LIGHT INDUSTRY IN THE CONTEXT OF INTEGRATION OF SCIENCE AND INDUSTRY AND WAYS TO SOLVE THEM: PTLICISIWS-2, 2024, 020009