AbstractIn this note we prove the following theorem:Suppose 0<p<∞ and α>−1. Then there is a constant C=C(p,m,n,α) such that ∫Bu(x)p1−|x|αdV(x)⩽Cu(0)p+∫B∇u(x)p1−|x|p+αdV(x), for all polyharmonic functions u of order m, on the unit ball B⊂Rn
AbstractA Wiener–Tauberian theorem is proven on the Laguerre hypergroup [M.M. Nessibi, K. Trimèche, ...
AbstractA theorem in Azagra et al. (preprint) [1] asserts that on a real separable Banach space with...
AbstractThe purpose of the paper is for any compactum K⊂Rn to construct a space Cp(K) of commutative...
AbstractLet Ω⊂Rn be a bounded connected open set with connected real analytic boundary. We show that...
AbstractLet p>1 and let q denote the number such that (1/p)+(1/q)=1. We give a necessary condition f...
Our aim in this paper is to prove the existence of tangential limits for Poisson integrals of the fr...
Our aim in this paper is to prove the existence of tangential limits for Poisson integrals of the fr...
Our aim in this paper is to prove the existence of tangential limits for Poisson integrals of the fr...
\begin{abstract} We obtain sharp $L^p\rightarrow L^q$ hypercontractive inequalities for the weighted...
AbstractUsing Moser's iteration method, we investigate the local boundedness of solutions for p(x)-L...
AbstractWe study the singular integral operator fx,t(y′)=f(x−ty′), defined on all test functions f, ...
AbstractWe prove local interior and boundary Lipschitz continuity of solutions of a free boundary pr...
Some inequalities between the best simultaneous approximation of functions and their intermediate de...
AbstractWe prove some weighted estimates for certain Littlewood–Paley operators on the weighted Hard...
An inequality is proved for a quadratic functional with the logarithmic kernel. The best constant of...
AbstractA Wiener–Tauberian theorem is proven on the Laguerre hypergroup [M.M. Nessibi, K. Trimèche, ...
AbstractA theorem in Azagra et al. (preprint) [1] asserts that on a real separable Banach space with...
AbstractThe purpose of the paper is for any compactum K⊂Rn to construct a space Cp(K) of commutative...
AbstractLet Ω⊂Rn be a bounded connected open set with connected real analytic boundary. We show that...
AbstractLet p>1 and let q denote the number such that (1/p)+(1/q)=1. We give a necessary condition f...
Our aim in this paper is to prove the existence of tangential limits for Poisson integrals of the fr...
Our aim in this paper is to prove the existence of tangential limits for Poisson integrals of the fr...
Our aim in this paper is to prove the existence of tangential limits for Poisson integrals of the fr...
\begin{abstract} We obtain sharp $L^p\rightarrow L^q$ hypercontractive inequalities for the weighted...
AbstractUsing Moser's iteration method, we investigate the local boundedness of solutions for p(x)-L...
AbstractWe study the singular integral operator fx,t(y′)=f(x−ty′), defined on all test functions f, ...
AbstractWe prove local interior and boundary Lipschitz continuity of solutions of a free boundary pr...
Some inequalities between the best simultaneous approximation of functions and their intermediate de...
AbstractWe prove some weighted estimates for certain Littlewood–Paley operators on the weighted Hard...
An inequality is proved for a quadratic functional with the logarithmic kernel. The best constant of...
AbstractA Wiener–Tauberian theorem is proven on the Laguerre hypergroup [M.M. Nessibi, K. Trimèche, ...
AbstractA theorem in Azagra et al. (preprint) [1] asserts that on a real separable Banach space with...
AbstractThe purpose of the paper is for any compactum K⊂Rn to construct a space Cp(K) of commutative...
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