1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.FA2022
New equivalence theorems for weighted inequalities involving the composition of monotone quasilinear operators with the Hardy and Copson operators and their applications
Rza Mustafayev, Merve Yılmaz
In this paper, new equivalence theorems for the boundedness of the composition of a quasilinear operator with the Hardy and Copson operators in weighted Lebesgue spaces are pro…
math.FA2022
Another approach to weighted inequalities for a superposition of Copson and Hardy operators
Rza Mustafayev, Merve Yılmaz
In this paper, we present a solution to the inequality $$ \bigg( \int_0^{\infty} \bigg( \int_x^{\infty} \bigg( \int_0^t h \bigg)^q w(t)\,dt \bigg)^{r / q} u(x)\,ds \bigg)^{1/r}\leq…
math.CA2013★ 1 cited
Some new iterated hardy-type inequalities: The case
Amiran Gogatishvili, Rza Chingiz Mustafayev, Lars-Erik Persson
In this paper we characterize the validity of the Hardy-type inequality \begin{equation*} \left\|\left\|\int_s^{\infty}h(z)dz\right\|_{p,u,(0,t)}\right\|_{q,w,\infty}\leq c \,\|h\|…