AbstractWe consider a maximal operator defined on Rn which is related to the Cesàro α continuity of functions. We characterize the weights w for which the maximal operator is of weak type, strong type and restricted weak type (p,p) with respect to the measure w(x)dx
In this paper, we get strong type inequalities for one-sided maximal best ap- proximation operators ...
AbstractLet T be a positive linear operator with positive inverse. We consider in this paper the erg...
AbstractLet h, γ, and φ be radial functions on Rn and let Ω∈H1(Sn−1). Under certain natural conditio...
AbstractGiven Mikhlin–Hörmander multipliers mi,i=1,…,N, with uniform estimates we prove an optimal l...
We consider some maximal singular integral operators having variable kernels on Rn with doubling mea...
AbstractThe maximal operators for Cesàro or (C,α) and Riesz summability with respect to Walsh–Fourie...
Let ϕ : R → [0, ∞) an integrable function such that ϕχ(−∞,0) = 0 and ϕ is decreasing in (0, ∞). Let ...
AbstractWe prove Lp boundedness for the maximal operator of the heat semigroup associated to the Lag...
AbstractUnder the assumption that μ is a non-doubling measure on Rd, the authors obtain some estimat...
AbstractOur aim in this paper is to deal with Sobolev's type inequality, Hardy's type inequality and...
AbstractIn this paper we obtain a bilinear analogue of Fefferman–Steinʼs vector valued inequality fo...
AbstractLet w be a Muckenhoupt weight and Hwp(Rn) be the weighted Hardy spaces. We use the atomic de...
AbstractWe define the Hardy–Littlewood maximal function of τ-measurable operators and obtain weak (1...
Let ɸ and ψ be functions defined on [0,∞) taking the value zero at zero and with non-negative contin...
Let ψ: ℝ → [0, ∞) an integrable function such that ψχ(-∞,0) = 0 and ψ is decreasing in (0, ∞). Let τ...
In this paper, we get strong type inequalities for one-sided maximal best ap- proximation operators ...
AbstractLet T be a positive linear operator with positive inverse. We consider in this paper the erg...
AbstractLet h, γ, and φ be radial functions on Rn and let Ω∈H1(Sn−1). Under certain natural conditio...
AbstractGiven Mikhlin–Hörmander multipliers mi,i=1,…,N, with uniform estimates we prove an optimal l...
We consider some maximal singular integral operators having variable kernels on Rn with doubling mea...
AbstractThe maximal operators for Cesàro or (C,α) and Riesz summability with respect to Walsh–Fourie...
Let ϕ : R → [0, ∞) an integrable function such that ϕχ(−∞,0) = 0 and ϕ is decreasing in (0, ∞). Let ...
AbstractWe prove Lp boundedness for the maximal operator of the heat semigroup associated to the Lag...
AbstractUnder the assumption that μ is a non-doubling measure on Rd, the authors obtain some estimat...
AbstractOur aim in this paper is to deal with Sobolev's type inequality, Hardy's type inequality and...
AbstractIn this paper we obtain a bilinear analogue of Fefferman–Steinʼs vector valued inequality fo...
AbstractLet w be a Muckenhoupt weight and Hwp(Rn) be the weighted Hardy spaces. We use the atomic de...
AbstractWe define the Hardy–Littlewood maximal function of τ-measurable operators and obtain weak (1...
Let ɸ and ψ be functions defined on [0,∞) taking the value zero at zero and with non-negative contin...
Let ψ: ℝ → [0, ∞) an integrable function such that ψχ(-∞,0) = 0 and ψ is decreasing in (0, ∞). Let τ...
In this paper, we get strong type inequalities for one-sided maximal best ap- proximation operators ...
AbstractLet T be a positive linear operator with positive inverse. We consider in this paper the erg...
AbstractLet h, γ, and φ be radial functions on Rn and let Ω∈H1(Sn−1). Under certain natural conditio...
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