Yanping Chen

collaborators

Showing math.CAShow all

2 papers · 1 filter

math.CA2026

Hausdorff-Choquet Angular Spaces and Weak-Type $(1, 1)$ Bounds for Rough Maximal Operators

Yanping Chen, Zhengyang Ji

In the present paper, we consider the maximal operator \[ \mathcal M_Ωf(x) := \sup_{r>0}\frac{1}{r^n} \int_{|y|<r} |f(x-y)| \left| Ω\!\left(\frac{y}{|y|}\right) \right|\,dy. \] A l…

math.CA2026

On the relationship between block spaces and Orlicz spaces

Yanping Chen, Zhengyang Ji, Teng Wang +1

Let $1 < q \leq \infty$ and $v > - 1$ . Let $(X, d, μ)$ be an $s$ -Ahlfors-regular quasi-metric measure space. Suppose that $B_{q}^{0, v} (X)$ is the block space which consists of all functions t…

Hausdorff-Choquet Angular Spaces and Weak-Type (1,1) Bounds for Rough Maximal Operators

On the relationship between block spaces and Orlicz spaces

Hausdorff-Choquet Angular Spaces and Weak-Type $(1, 1)$ Bounds for Rough Maximal Operators