FRACTIONAL DIFFERENTIABILITY FOR SOLUTIONS OF THE INHOMOGENEOUS p-LAPLACE SYSTEM

Miskiewicz Michal

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FRACTIONAL DIFFERENTIABILITY FOR SOLUTIONS OF THE INHOMOGENEOUS p-LAPLACE SYSTEM

机译：非均匀P比系统解决方案的分数差异性

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摘要

It is shown that if p = 3 and u is an element of W-1,W- p(Omega, R-N) solves the inhomogeneous p-Laplace system

机译：结果表明，如果p＆ = 3并且u是w-1的元素，w-p（omega，r-n）解决了不均匀的p-laplace系统

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来源
《Proceedings of the American Mathematical Society》 |2018年第7期|共9页
作者
Miskiewicz Michal;
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作者单位

Univ Warsaw Inst Math Banacha 2 PL-02097 Warsaw Poland;

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原文格式 PDF
正文语种 eng
中图分类数学;
关键词
p-Laplacian; degenerate elliptic systems; fractional order Nikol'skii spaces;

机译：p-laplacian;退化椭圆体系;分数秩序nikol'skii空间;

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专利

1. FRACTIONAL DIFFERENTIABILITY FOR SOLUTIONS OF THE INHOMOGENEOUS p-LAPLACE SYSTEM [J] . Miskiewicz Michal Proceedings of the American Mathematical Society . 2018,第7期

机译：非均匀P比系统解决方案的分数差异性
2. Quadratic Lyapunov functions for stability analysis in fractional-order systems with not necessarily differentiable solutions [J] . Munoz-Vazquez Aldo-Jonathan, Parra-Vega Vicente, Sanchez-Orta Anand, Systems and Control Letters . 2018,第期

机译：二次Lyapunov用于分数级系统的稳定性分析，不一定是可微分的解决方案
3. Existence and multiplicity of solutions for nonlocal systems involving fractional Laplacian with non-differentiable terms [J] . Teng Kaimin, Wu Xian Applicable Analysis . 2017,第1a4期

机译：非分子拉普拉斯与非可微分术语的非局部系统解决方案的存在和多重性
4. Positive Solution for P-laplace Problems with Nonlinear Time-fractional Differential Equation [C] . Shifeng Zhang, Zhiyang Jia, Jihe Wang, International Conference on Modelling, Simulation and Applied Mathematics . 2015

机译：非线性时间分数微分方程的P-LAPLACE问题的正解
5. Qualitative Properties for Solutions of Nonlinear Equations and Systems involving Higher Order and Fractional Order Laplacians [D] . Zhou, Ran 2015

机译：涉及高阶和分数阶拉普拉斯算子的非线性方程和系统解的定性性质
6. Solvability and stability of a fractional dynamical system of the growth of COVID-19 with approximate solution by fractional Chebyshev polynomials [O] . Samir B. Hadid, Rabha W. Ibrahim, Dania Altulea, -1

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7. Positive solutions to n-dimensional $lpha _{1}+lpha _{2}$ order fractional differential system with p-Laplace operator [O] . Tian Wang, Guo Chen, Huihui Pang 2019

机译：N维$ Alpha _ {1} + alpha _ {2}的正解，具有P-laplace运算符的订购分数差分系统

FRACTIONAL DIFFERENTIABILITY FOR SOLUTIONS OF THE INHOMOGENEOUS p-LAPLACE SYSTEM

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