We characterize the pairs of weights (v,w) for which the Hardy-Steklov-type operator Tf(x)=g(x)∫ s(x) h(x) K(x,y)f(y)dy applies Lp (v) into weak- Lq (w), q <p , assuming certain monotonicity conditions on a,s ,h and k.Fil: Bernardis, Ana Lucia. Consejo Nacional de Investigaciones Científicas y Técnicas. Centro Científico Tecnológico Conicet - Santa Fe. Instituto de Matemática Aplicada del Litoral. Universidad Nacional del Litoral. Instituto de Matemática Aplicada del Litoral; ArgentinaFil: Martín Reyes, Francisco Javier. Universidad de Málaga; EspañaFil: Ortega Salvador, P.. Universidad de Málaga; Españ
AbstractWe show that the two-weight Hardy inequality restricted to nonincreasing functions, namely∫0...
[Fabricant Alexander; Фабрикант Александър]; [Kutev Nikolai; Кутев Николай]; [Rangelov Tsviatko; Ран...
We consider T f = ∫ x10 ∫ x20 f (t1, t2)dt1dt2 and a corresponding geometric mean operator G f = ex...
We characterize the pairs of weights (v,w) for which the Hardy-Steklov-type operator T f (x) = g(x) ...
We characterize the pairs of weights for which the Hardy-Steklov-type operator applies into weak...
We characterize the pairs of weights (v, w) for which the operator Tf(x) = g(x) ∫s(x)h(x) f with s a...
We consider the operator $T_gf(x)=g(x) \int^x_0 f$, where $g$ is a positive nonincreasing function,...
We improve on several mixed weak type inequalities both for the Hardy-Littlewoodmaximal function and...
Maz'ja and Sinnamon proved a characterization of the boundedness of the Hardy operator from Lp(v) in...
summary:We give a quantitative characterization of the pairs of weights $(w,v)$ for which the dyadic...
We consider the weighted Hardy inequality (∫0∞ (∫0x f(t)dt)q u(x)dx)1/q ≤ C(∫0∞ f p(x)v(x)dx)1/p for...
We consider the weighted Hardy inequality (∫0 ∞ (∫0 x f(t)dt)q u(x)dx)1/q ≤ C(∫0 ∞ f p(x)v(x)dx)1/p ...
AbstractWe characterize weighted modular inequalities of weak and strong type for the Hardy–Steklov ...
In this paper necessary and sufficient conditions for the validity of the generalized Hardy inequali...
In this paper we characterize the validity of the Hardy-type inequality ∥ ∥ ∫ s∞...
AbstractWe show that the two-weight Hardy inequality restricted to nonincreasing functions, namely∫0...
[Fabricant Alexander; Фабрикант Александър]; [Kutev Nikolai; Кутев Николай]; [Rangelov Tsviatko; Ран...
We consider T f = ∫ x10 ∫ x20 f (t1, t2)dt1dt2 and a corresponding geometric mean operator G f = ex...
We characterize the pairs of weights (v,w) for which the Hardy-Steklov-type operator T f (x) = g(x) ...
We characterize the pairs of weights for which the Hardy-Steklov-type operator applies into weak...
We characterize the pairs of weights (v, w) for which the operator Tf(x) = g(x) ∫s(x)h(x) f with s a...
We consider the operator $T_gf(x)=g(x) \int^x_0 f$, where $g$ is a positive nonincreasing function,...
We improve on several mixed weak type inequalities both for the Hardy-Littlewoodmaximal function and...
Maz'ja and Sinnamon proved a characterization of the boundedness of the Hardy operator from Lp(v) in...
summary:We give a quantitative characterization of the pairs of weights $(w,v)$ for which the dyadic...
We consider the weighted Hardy inequality (∫0∞ (∫0x f(t)dt)q u(x)dx)1/q ≤ C(∫0∞ f p(x)v(x)dx)1/p for...
We consider the weighted Hardy inequality (∫0 ∞ (∫0 x f(t)dt)q u(x)dx)1/q ≤ C(∫0 ∞ f p(x)v(x)dx)1/p ...
AbstractWe characterize weighted modular inequalities of weak and strong type for the Hardy–Steklov ...
In this paper necessary and sufficient conditions for the validity of the generalized Hardy inequali...
In this paper we characterize the validity of the Hardy-type inequality ∥ ∥ ∫ s∞...
AbstractWe show that the two-weight Hardy inequality restricted to nonincreasing functions, namely∫0...
[Fabricant Alexander; Фабрикант Александър]; [Kutev Nikolai; Кутев Николай]; [Rangelov Tsviatko; Ран...
We consider T f = ∫ x10 ∫ x20 f (t1, t2)dt1dt2 and a corresponding geometric mean operator G f = ex...