Besov Estimates for Sub-elliptic Equations in the Heisenberg Group

作者： Feng Zhou ¹ Huimin Cheng ¹
作者单位：

1. Shandong Normal University
通讯作者： Feng Zhou Email:zhoufeng@u.nus.edu
提交时间：2024-02-22 02:08:08

摘要: 本文研究Heisenberg群上非退化散度型次椭圆方程弱解的正则性。基于系数矩阵更一般的假设，本文针对齐次与非齐次两种情形，建立弱解在Besov空间中的水平Calderon-Zygmund估计。本文的研究将丰富发展Heisenberg群上非线性Calderon-Zygmund正则性理论。

Heisenberg group Sub-elliptic equations Regularity Besov spaces

来自： 周峰
分类： 数学 >> 应用数学
投稿状态： 已投稿期刊
引用： ChinaXiv:202402.00211 (或此版本 ChinaXiv:202402.00211V1)
DOI:10.12074/202402.00211V1
CSTR:32003.36.ChinaXiv.202402.00211.V1
推荐引用方式： Feng Zhou,Huimin Cheng.(2024).Besov Estimates for Sub-elliptic Equations in the Heisenberg Group.中国科学院科技论文预发布平台.doi:10.12074/T202402.00284V1 (点此复制)

版本历史

[V1]

2024-02-22 02:08:08

ChinaXiv:202402.00211V1

下载全文

相关论文推荐

1. Characterization for Lipschitz Spaces via commutators of Some Maximal Functions on p-adic Orlicz Spaces	2024-03-01
2. Estimates for fractional integral operator and its commutators on grand p-adic Herz-Morrey spaces	2024-03-01
3. Biharmonic Riemannian submersions from the product space $M^2 times r$	2024-02-28
4. A stabilizer free weak Galerkin finite element method for elliptic equation with lower regularity	2024-01-04
5. A type of multigrid method for semilinear elliptic problems based on symmetric interior penalty discontinuous Galerkin method	2023-12-25
6. 一类A⊗tilde{A}型代数上的不可分解模的同构类	2023-12-04
7. The Modeling and Optimization of Building the Multi-dam System on Zambezi River	2023-04-28
8. Parareal algorithm via Chebyshev-Gauss spectral collocation method	2023-04-20
9. Frequency Energy Multiplier Approach to Uniform Exponential Stability Analysis of Semi-discrete Scheme for a Schrodinger Equation under Boundary Feedback	2023-01-27
10. Characterizations of compactness of fuzzy set space with endograph metric	2023-01-14


公开评论匿名评论仅发给作者