3 papers
math.FA2025
Matrix-Weighted Besov Spaces Associated with Non-isotropic Dilations
Xiong Liu, Wenhua Wang
Let , , , be a matrix weight, and be an expansive dilation on . In this paper, the authors firstly in…
math.CV2025
A Malmquist-Yosida type theorem for Schwarzian differential equations
Xiong-Feng Liu
In this paper, we study a Malmquist-Yosida type theorem for Schwarzian differential equations \begin{equation}\label{1} S(f,z)^{m} = R(z,f) = \frac{P(z,f)}{Q(z,f)},\tag{+} \end{equ…
math.CA2025
Estimates for Schrödinger Groups and Imaginary Power Operators on Weak Hardy Spaces Associated with Non-negative Self-adjoint Operators and Ball Quasi-Banach Function Spaces
Xiong Liu, Wenhua Wang
Let be a doubling metric measure space, a non-negative self-adjoint operator on satisfying the Davies-Gaffney estimate, and …