AbstractWe prove a Hardy type inequality in the half-space on the Heisenberg group and show that a Hardy inequality given by J. Tidblm in [J. Tidblm, A Hardy inequality in the half-space, J. Funct. Anal. 221 (2005) 482–492] is sharp
AbstractIn this paper, we compute Riemannian metrics on the Siegel–Jacobi space which are invariant ...
International audienceWe consider linear and non-linear boundary value problems associated to the fr...
AbstractThis paper deals with entropy numbers and approximation numbers for compact embeddings of we...
AbstractIn this paper, it is defined the kth order Sobolev–Hardy space H0,k1(Ω,ϕ) with norm‖u‖1,k,ϕ=...
AbstractSome embedding inequalities in Hardy–Sobolev spaces with weighted function |x|α are proved. ...
AbstractLet n>1 be an integer, f∈Cn[a,b], and A:C[a,b]→R a continuous linear functional which annihi...
AbstractIn this paper, we prove an important inequality and investigate some new calculating problem...
Abstract By using the way of weight functions and Hadamard's inequality, a half-discrete revers...
New representations for weight functions in Tauberian theorems are derived. The representations are ...
AbstractIn this paper, a singular elliptic system involving multiple critical exponents and the Caff...
AbstractIn this work, the following inequality: sinxx≤2π+π−2π3(π2−4x2),x∈(0,π/2] is established. An ...
AbstractIn this paper, some mistakes in the paper which is cited in the title are corrected. Fortuna...
AbstractFor ψ∈C0∞(Rd) and m>0 we consider the maximal operator given byMmf(x,t)=supr>0|∫Rdf(x−y,t−|y...
AbstractWe prove that for any nonnegative integers n and r the binomial sum∑k=−nn(2nn−k)k2r is divis...
AbstractUnder the assumption of the boundedness of certain operator (resembling Lusin's area functio...
AbstractIn this paper, we compute Riemannian metrics on the Siegel–Jacobi space which are invariant ...
International audienceWe consider linear and non-linear boundary value problems associated to the fr...
AbstractThis paper deals with entropy numbers and approximation numbers for compact embeddings of we...
AbstractIn this paper, it is defined the kth order Sobolev–Hardy space H0,k1(Ω,ϕ) with norm‖u‖1,k,ϕ=...
AbstractSome embedding inequalities in Hardy–Sobolev spaces with weighted function |x|α are proved. ...
AbstractLet n>1 be an integer, f∈Cn[a,b], and A:C[a,b]→R a continuous linear functional which annihi...
AbstractIn this paper, we prove an important inequality and investigate some new calculating problem...
Abstract By using the way of weight functions and Hadamard's inequality, a half-discrete revers...
New representations for weight functions in Tauberian theorems are derived. The representations are ...
AbstractIn this paper, a singular elliptic system involving multiple critical exponents and the Caff...
AbstractIn this work, the following inequality: sinxx≤2π+π−2π3(π2−4x2),x∈(0,π/2] is established. An ...
AbstractIn this paper, some mistakes in the paper which is cited in the title are corrected. Fortuna...
AbstractFor ψ∈C0∞(Rd) and m>0 we consider the maximal operator given byMmf(x,t)=supr>0|∫Rdf(x−y,t−|y...
AbstractWe prove that for any nonnegative integers n and r the binomial sum∑k=−nn(2nn−k)k2r is divis...
AbstractUnder the assumption of the boundedness of certain operator (resembling Lusin's area functio...
AbstractIn this paper, we compute Riemannian metrics on the Siegel–Jacobi space which are invariant ...
International audienceWe consider linear and non-linear boundary value problems associated to the fr...
AbstractThis paper deals with entropy numbers and approximation numbers for compact embeddings of we...
DOI
Add to ORKG