Heisenberg群上分数阶Ginzburg-Landau方程解的有界性

Heisenberg群上分数阶Ginzburg-Landau方程解的有界性

论文摘要

本文证明Heisenberg群上分数阶的Keller-Osserman定理和Kato不等式,给出Heisenberg群上分数阶Ginzburg-Landau方程解的有界性.这个结果把欧氏空间上分数阶Ginzburg-Landau方程的结果推广到了Heisenberg群上.

论文目录

文章来源

类型: 期刊论文

作者: 王新敬

关键词: 分数阶方程,定理,有界性

来源: 应用数学 2019年01期

年度: 2019

分类: 基础科学

专业: 数学

单位: 西北工业大学应用数学系

基金: 国家自然科学基金资助项目(11771354)

分类号: O175.29

DOI: 10.13642/j.cnki.42-1184/o1.2019.01.023

页码: 201-205

总页数: 5

文件大小: 191K

下载量: 25

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Heisenberg群上分数阶Ginzburg-Landau方程解的有界性
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