H. Hung

collaborators

2 papers

math.CA2017

Norm of the Hausdorff operator on the real Hardy space $H^{1} (R)$

Ha Duy Hung, Luong Dang Ky, Thai Thuan Quang

Let $φ$ be a nonnegative integrable function on $(0, \infty)$ . It is well-known that the Hausdorff operator $H_{φ}$ generated by $φ$ is bounded on the real Hardy space $H^1(\…

math.CA2012

A generalized weighted Hardy-Cesàro operator, and its commutator on weighted $L^{p}$ and BMO spaces

Nguyen Minh Chuong, Ha Duy Hung

In this paper, we introduce a new weighted Hardy-Cesàro operator defined by $U_{ψ, s} f (x) = 0 \int 1 f (s (t) \cdot x) ψ (t) d t$ , which is associated to the parameter curve $s(t,x)=…

Norm of the Hausdorff operator on the real Hardy space H1(R)

A generalized weighted Hardy-Cesàro operator, and its commutator on weighted Lp and BMO spaces

Norm of the Hausdorff operator on the real Hardy space $H^{1} (R)$

A generalized weighted Hardy-Cesàro operator, and its commutator on weighted $L^{p}$ and BMO spaces