THE JUMPING PROBLEM FOR NONLOCAL SINGULAR PROBLEMS

Canino Annamaria; Montoro Luigi; Sciunzi Berardino

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THE JUMPING PROBLEM FOR NONLOCAL SINGULAR PROBLEMS

机译：非局部奇异问题的跳跃问题

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来源
《Discrete and continuous dynamical systems》 |2019年第11期|6747-6760|共14页
作者
Canino Annamaria; Montoro Luigi; Sciunzi Berardino;
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作者单位

Dipartimento Matemat & Informat Ponte Pietro Bucci 31B I-87036 Cosenza Italy;

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原文格式 PDF
正文语种 eng
中图分类
关键词
Fractional Laplacian; singular problems; jumping problems;

机译：小数拉普拉斯算子;单一问题;跳跃问题;

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1. Blowup for a degenerate and singular parabolic equation with nonlocal source and nonlocal boundary [J] . Zhou Jun, Yang Di Applied mathematics and computation . 2015,第Null期

机译：具有非局部源和非局部边界的退化奇异抛物方程的爆破
2. GLOBAL BLOW-UP FOR A DEGENERATE AND SINGULAR NONLOCAL PARABOLIC EQUATION WITH WEIGHTED NONLOCAL BOUNDARY CONDITIONS [J] . Xingying Li12, Baozhu Zheng12, Youpeng Chen2 应用数学年刊：英文版 . 2015,第003期

机译：具有加权非局部边界条件的退化奇异的非局部抛物方程的整体展开
3. Functional inequalities for nonlocal Dirichlet forms with finite range jumps or large jumps [J] . Chen X., Wang J. Stochastic Processes and Their Applications: An Official Journal of the Bernoulli Society for Mathematical Statistics and Probability . 2014,第1期

机译：具有有限范围跳变或大跳变的非局部Dirichlet形式的泛函不等式
4. Stability and Stabilization for Nonlinear Discrete-time Singular Markov Jump Systems with Time-varying Delay Stability and Stabilization for Nonlinear Discrete-time Singular Markov Jump Systems with Time-varying Delay [C] . Rui Wang, Shuping Ma Chinese Control and Decision Conference . -1

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5. Nonlocal Neumann Volume-Constrained Problems and Their Application to Local-Nonlocal Coupling [D] . Tao, Yunzhe 2019

机译：非局部Neumann体积约束问题及其在局部-非局部耦合中的应用
6. Complex dynamics and control of a novel physical model using nonlocal fractional differential operator with singular kernel [O] . A.E. Matouk, I. Khan 2020

机译：单次内核非读数分数差分运算符的复杂动态和控制新的物理模型
7. Functional inequalities for nonlocal Dirichlet forms with finite range jumps or large jumps [O] . Xin Chen, Jian Wang 2016

机译：具有有限范围跳跃或大跳跃的非局部Dirichlet形式的泛函不等式

THE JUMPING PROBLEM FOR NONLOCAL SINGULAR PROBLEMS

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