In this paper, the boundedness of Bergman type operator T λ, τ on L γ p (φ) with p≥ 1, γ≥ 0
and normal weight φ is characterized for appropriate range of λ and τ. Then the result is …

We establish a weighted L p norm estimate for the Bergman projection for a class of
pseudoconvex domains. We obtain an upper bound for the weighted L p norm when the …

The Hartogs triangle H={(z 1, z 2)∈ C 2:| z 1|<| z 2|< 1}, compared with the unit ball, is a non-
smooth pseudoconvex domain which reveals various remarkable phenomena in several …

In this paper, we give the sharp estimates of the norms for the Forelli–Rudin type integral
operators on the Hartogs triangle by applying the domination technique of positive dyadic …

Let φ be a holomorphic automorphism on the unit ball B of C n, λ and τ be two real numbers.
In this paper, we investigate the conditions such that Forelli-Rudin type operators T λ, τ C φ …

We apply modern techniques of dyadic harmonic analysis to obtain sharp estimates for the
Bergman projection in weighted Bergman spaces. Our main theorem focuses on the …

In this paper, we investigate the weak‐type regularity of the Bergman projection. The two
domains we focus on are the polydisc and the Hartogs triangle. For the polydisc, we provide …

Chinese Annals of Mathematics, Series B Carleson Measures on the Weighted Bergman
Spaces with Békollé Weights∗ Page 1 Chin. Ann. Math. Ser. B 42(4), 2021, 583–600 DOI …

In this paper, we investigate sufficient and necessary conditions such that generalized
Forelli-Rudin type operators T λ, τ, k, S λ, τ, k, Q λ, τ, k and R λ, τ, k are bounded between …

Weighted Sobolev estimates of∂ on domains covered by polydiscs Page 1 Weighted Sobolev
estimates of∂ on domains covered by polydiscs Yuan Yuan and Yuan Zhang Abstract This …