Global existence and asymptotic behavior of classical solutions for a 3D two‐species chemotaxis‐Stokes system with competitive kinetics

Cao Xinru; Kurima Shunsuke; Mizukami Masaaki

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Global existence and asymptotic behavior of classical solutions for a 3D two‐species chemotaxis‐Stokes system with competitive kinetics

机译：具有竞争性动力学的3D两种趋化性 - 斯托克斯系统古典解决方案的全球存在与渐近行为

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摘要

> This paper considers the 2‐species chemotaxis‐Stokes system with competitive kinetics ( n 1 ) t + u · ? n 1 = Δ n 1 ?

机译： >本文考虑了2种Chemotaxis-Stokes系统具有竞争性动力学（ n 1 ） < / MAT：MROW> T + U ？ n 1 = Δ n 1 ？

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《Mathematical Methods in the Applied Sciences》 |2018年第8期|共17页
作者
Cao Xinru; Kurima Shunsuke; Mizukami Masaaki;
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作者单位

Institut für MathematikUniversit?t PaderbornWarburger Str. 100 Paderborn 33098 Germany;

Department of MathematicsTokyo University of Science1‐3 Kagurazaka Shinjuku‐ku Tokyo 162‐8601 Japan;

Department of MathematicsTokyo University of Science1‐3 Kagurazaka Shinjuku‐ku Tokyo 162‐8601 Japan;

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原文格式 PDF
正文语种 eng
中图分类数学;
关键词
asymptotic stability; chemotaxis‐Stokes; global existence;

机译：渐近稳定性;趋化性 - 斯托克斯;全球存在;

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专利

1. Global existence and asymptotic behavior of classical solutions for a 3D two‐species chemotaxis‐Stokes system with competitive kinetics [J] . Cao Xinru, Kurima Shunsuke, Mizukami Masaaki Mathematical Methods in the Applied Sciences . 2018,第8期

机译：具有竞争性动力学的3D两种趋化性 - 斯托克斯系统古典解决方案的全球存在与渐近行为
2. GLOBAL EXISTENCE AND ASYMPTOTIC BEHAVIOR OF PERIODIC SOLUTIONS TO A FRACTIONAL CHEMOTAXIS SYSTEM ON THE WEAKLY COMPETITIVE CASE [J] . Yuzhu Lei, Zuhan Liu, Ling Zhou Bulletin of the Korean Mathematical Society . 2020,第5期

机译：弱竞争案例中分数趋化系统定期解决方案的全球存在与渐近行为
3. Global existence and asymptotic behavior of solutions to a two-species chemotaxis system with two chemicals [J] . Zhang Qingshan, Liu Xiaopan, Yang Xiaofei Journal of Mathematical Physics . 2017,第11期

机译：两种化学物质对两种趋化系统解决方案的全球存在和渐近行为
4. Global existence and asymptotic behavior of weak solutions to nonlinear themoviscoleastic systems [C] . Songmu Zheng US-Chinese Conference on Differential Equations and Applications held in Hangzhou, June 24-29, 1996 . 1996

机译：非线性粘弹性系统弱解的整体存在性和渐近行为
5. Global Existence and Asymptotic Behavior of the Solutions to Models for Chemotaxis Systems with Chemo Attractants and Repellents [D] . Lagha, Aesha. 2020

机译：用化疗和呼吸器的趋化性系统模型解决方案的全球存在和渐近行为
6. Existence and asymptotic behavior of solutions for nonlinear Schrödinger-Poisson systems with steep potential well [O] . Miao Du, a), Lixin Tian, -1

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7. Global existence and asymptotic behavior of classical solutions for a 3D two-species chemotaxis-Stokes system with competitive kinetics [O] . Cao, Xinru, Kurima, Shunsuke, Mizukami, Masaaki 2017

机译：三维经典解的全局存在性和渐近性具有竞争动力学的两种趋化stokes系统

Global existence and asymptotic behavior of classical solutions for a 3D two‐species chemotaxis‐Stokes system with competitive kinetics

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