AbstractUnder the assumption of the boundedness of certain operator (resembling Lusin's area function) of a smooth function u that satisfies certain interior regularity property, we prove the exponential square integrability of the boundary values of u
AbstractLet A={a1,a2,…}(a1<a2<⋯) be an infinite sequence of nonnegative integers, let k≥2 be a fixed...
AbstractLet 0⩽α<∞, 0<p<∞, and p−α>−2. If f is holomorphic in the unit disc D and if ω is a radial we...
AbstractIn this paper, we will study the boundedness properties of intrinsic square functions includ...
AbstractIf A is a sectorial operator on a Banach space X, then the space C([0,1];(X,D(A))θ,∞) is a s...
Poi metterò quelli preparati per questo corso. Questi erano per un corso di dottorato anni fa
Let µ be the Jacobi measure supported on the interval [1; 1]. Let introduce the Sobolev-type inner ...
AbstractThe class Vm(b,δ) of locally univalent functions f satisfying ∫02π|Re[1+1bzf′′(z)f′(z)]−δ(1−...
Some conversions of the Jensen-Steffensen inequality for convex functions are considered. Applying e...
AbstractIn this paper, we consider the unboundedness problem of solutions for the following asymmetr...
AbstractFor ψ∈C0∞(Rd) and m>0 we consider the maximal operator given byMmf(x,t)=supr>0|∫Rdf(x−y,t−|y...
AbstractLet ϱd∈C∞(Rn∖{0}) be a non-radial homogeneous distance function of degree d∈N satisfying ϱd(...
AbstractConsider the fractional differential equation Dαx=f(t,x), where α∈(0,1) and f(t,x) is a give...
AbstractIn [S.G. Samko, B.G. Vakulov, Weighted Sobolev theorem with variable exponent for spatial an...
AbstractWe prove new versions of Arλ(Ω)-weighted imbedding inequalities for A-harmonic tensors local...
AbstractWe establish sufficient conditions for obtaining a strong converse inequality of type B in t...
AbstractLet A={a1,a2,…}(a1<a2<⋯) be an infinite sequence of nonnegative integers, let k≥2 be a fixed...
AbstractLet 0⩽α<∞, 0<p<∞, and p−α>−2. If f is holomorphic in the unit disc D and if ω is a radial we...
AbstractIn this paper, we will study the boundedness properties of intrinsic square functions includ...
AbstractIf A is a sectorial operator on a Banach space X, then the space C([0,1];(X,D(A))θ,∞) is a s...
Poi metterò quelli preparati per questo corso. Questi erano per un corso di dottorato anni fa
Let µ be the Jacobi measure supported on the interval [1; 1]. Let introduce the Sobolev-type inner ...
AbstractThe class Vm(b,δ) of locally univalent functions f satisfying ∫02π|Re[1+1bzf′′(z)f′(z)]−δ(1−...
Some conversions of the Jensen-Steffensen inequality for convex functions are considered. Applying e...
AbstractIn this paper, we consider the unboundedness problem of solutions for the following asymmetr...
AbstractFor ψ∈C0∞(Rd) and m>0 we consider the maximal operator given byMmf(x,t)=supr>0|∫Rdf(x−y,t−|y...
AbstractLet ϱd∈C∞(Rn∖{0}) be a non-radial homogeneous distance function of degree d∈N satisfying ϱd(...
AbstractConsider the fractional differential equation Dαx=f(t,x), where α∈(0,1) and f(t,x) is a give...
AbstractIn [S.G. Samko, B.G. Vakulov, Weighted Sobolev theorem with variable exponent for spatial an...
AbstractWe prove new versions of Arλ(Ω)-weighted imbedding inequalities for A-harmonic tensors local...
AbstractWe establish sufficient conditions for obtaining a strong converse inequality of type B in t...
AbstractLet A={a1,a2,…}(a1<a2<⋯) be an infinite sequence of nonnegative integers, let k≥2 be a fixed...
AbstractLet 0⩽α<∞, 0<p<∞, and p−α>−2. If f is holomorphic in the unit disc D and if ω is a radial we...
AbstractIn this paper, we will study the boundedness properties of intrinsic square functions includ...
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