Continuous Dependence on the Initial-Time Geometry for Weak Solutions of the Improperly Posed P-Laplace Equation

Zhan Chen; Zhong Tan

Continuous Dependence on the Initial-Time Geometry for Weak Solutions of the Improperly Posed P-Laplace Equation

Zhan Chen, Zhong Tan

Mathematical Sciences

Research output: Contribution to journal › Article › peer-review

Abstract

研究了从非牛顿流体力学中提出的一类前向P-Laplace发展方程的不适定性问题的弱解对初始时刻几何的连续依赖性,导出了一个仅依赖初始数据的显式的连续依赖性的格式.

Original language	American English
Journal	Journal of Xiamen University (Natural Science)
Volume	43
State	Published - 2004

Keywords

Continuous dependence
Improperly posed P-laplace equation
Initial-time geometry
Weak solutions

DC Disciplines

Mathematics

Cite this

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title = "Continuous Dependence on the Initial-Time Geometry for Weak Solutions of the Improperly Posed P-Laplace Equation",

abstract = " 研究了从非牛顿流体力学中提出的一类前向P-Laplace发展方程的不适定性问题的弱解对初始时刻几何的连续依赖性,导出了一个仅依赖初始数据的显式的连续依赖性的格式.",

keywords = "Continuous dependence, Improperly posed P-laplace equation, Initial-time geometry, Weak solutions",

author = "Zhan Chen and Zhong Tan",

note = "The Continuous Dependence on the Initial-time Geometry for the Weak Solutions of Improperly Posed P-Laplace Equation",

year = "2004",

language = "American English",

volume = "43",

journal = "Journal of Xiamen University (Natural Science)",

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AU - Tan, Zhong

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PY - 2004

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N2 - 研究了从非牛顿流体力学中提出的一类前向P-Laplace发展方程的不适定性问题的弱解对初始时刻几何的连续依赖性,导出了一个仅依赖初始数据的显式的连续依赖性的格式.

AB - 研究了从非牛顿流体力学中提出的一类前向P-Laplace发展方程的不适定性问题的弱解对初始时刻几何的连续依赖性,导出了一个仅依赖初始数据的显式的连续依赖性的格式.

KW - Continuous dependence

KW - Improperly posed P-laplace equation

KW - Initial-time geometry

KW - Weak solutions

UR - http://caod.oriprobe.com/articles/6936222/The_Continuous_Dependence_on_the_Initial_time_Geometry_for_the_Weak_So.htm

M3 - Article

VL - 43

JO - Journal of Xiamen University (Natural Science)

JF - Journal of Xiamen University (Natural Science)

ER -

Continuous Dependence on the Initial-Time Geometry for Weak Solutions of the Improperly Posed P-Laplace Equation

Abstract

Keywords

DC Disciplines

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