AbstractFor 1⩽α<2, we consider the Toeplitz operator Tμ,α on Bloch-type space Bα(Bn) in the unit ball of Cn, where μ is a positive Borel measure on Bn. We give the necessary and sufficient conditions for Tμ,α to be bounded or compact on Bα(Bn). Therefore, positive Borel measure μ on Bn is completely characterized for which Tμ,α is bounded or compact on the Bloch-type space Bα(Bn)
AbstractLet X be a uniformly smooth infinite dimensional Banach space, and (Ω,Σ,μ) be a σ-finite mea...
Let $\mu$ be a positive Borel measure on the interval $[0,1)$. For $\gamma>0$, the Hankel matrix $\m...
AbstractThe domain D(δ2) of the square of a closed ∗-derivation δ in C(K) (K is a compact Hausdorff ...
AbstractLet φ be a holomorphic self-map of B and ψ∈H(B). A composition type operator Tψ,φ is defined...
AbstractWe introduce the following integral-type operator on the space H(B) of all holomorphic funct...
AbstractLet μ be a complex Borel measure on the unit ball of Cn and α>−1. We characterize the measur...
In this note, we introduce and study a new kind of generalized Ces\`aro operators $\mathcal{C}_{\mu}...
AbstractIn this paper, we study the norm squares Bp for Qp spaces and norm squares Ap for Mp spaces ...
AbstractIn this paper, the pointwise multipliers M(Dτ,Qp) and M(Dτ,Qp,0) are characterized in the un...
AbstractLet Ω be a bounded smooth domain in Rn (n⩾3). This paper deals with a sharp form of Moser–Tr...
Our aim in this paper is to prove the existence of tangential limits for Poisson integrals of the fr...
AbstractLet p>1 and let q denote the number such that (1/p)+(1/q)=1. We give a necessary condition f...
AbstractIn this paper continuity properties of the set-valued map p→Bp(μ0), p∈(1,+∞), are considered...
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...
AbstractLet X be a uniformly smooth infinite dimensional Banach space, and (Ω,Σ,μ) be a σ-finite mea...
Let $\mu$ be a positive Borel measure on the interval $[0,1)$. For $\gamma>0$, the Hankel matrix $\m...
AbstractThe domain D(δ2) of the square of a closed ∗-derivation δ in C(K) (K is a compact Hausdorff ...
AbstractLet φ be a holomorphic self-map of B and ψ∈H(B). A composition type operator Tψ,φ is defined...
AbstractWe introduce the following integral-type operator on the space H(B) of all holomorphic funct...
AbstractLet μ be a complex Borel measure on the unit ball of Cn and α>−1. We characterize the measur...
In this note, we introduce and study a new kind of generalized Ces\`aro operators $\mathcal{C}_{\mu}...
AbstractIn this paper, we study the norm squares Bp for Qp spaces and norm squares Ap for Mp spaces ...
AbstractIn this paper, the pointwise multipliers M(Dτ,Qp) and M(Dτ,Qp,0) are characterized in the un...
AbstractLet Ω be a bounded smooth domain in Rn (n⩾3). This paper deals with a sharp form of Moser–Tr...
Our aim in this paper is to prove the existence of tangential limits for Poisson integrals of the fr...
AbstractLet p>1 and let q denote the number such that (1/p)+(1/q)=1. We give a necessary condition f...
AbstractIn this paper continuity properties of the set-valued map p→Bp(μ0), p∈(1,+∞), are considered...
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...
AbstractLet X be a uniformly smooth infinite dimensional Banach space, and (Ω,Σ,μ) be a σ-finite mea...
Let $\mu$ be a positive Borel measure on the interval $[0,1)$. For $\gamma>0$, the Hankel matrix $\m...
AbstractThe domain D(δ2) of the square of a closed ∗-derivation δ in C(K) (K is a compact Hausdorff ...
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