Shaolin Chen

collaborators

2 papers

math.CV2025

Growth type theorems of harmonic $(K, K^{'})$ -quasiregular mappings

Shaolin Chen

The purpose of this paper is twofold. First, we establish several sharp Hardy-Littlewood type radial growth theorems for harmonic $(K, K^{'})$ -quasiregular mappings. Second, we prove s…

math.CV2025

Conjugate type properties of harmonic $(K, K^{'})$ -quasiregular mappings

Shaolin Chen, David Kalaj

The main purpose of this paper is to investigate conjugate type properties for harmonic $(K, K^{'})$ -quasiregular mappings, where $K \geq 1$ and $K^{'} \geq 0$ are constants. We first est…

Growth type theorems of harmonic (K,K′)-quasiregular mappings

Conjugate type properties of harmonic (K,K′)-quasiregular mappings

Growth type theorems of harmonic $(K, K^{'})$ -quasiregular mappings

Conjugate type properties of harmonic $(K, K^{'})$ -quasiregular mappings