论文部分内容阅读
,Exponential Decay of Energy for a Logarithmic Wave Equation
【机 构】
:
Department of Mathematics, Henan University of Technology,Zhengzhou 450001, China
【出 处】
:
偏微分方程(英文版)
【发表日期】
:
2004年期
其他文献
In this paper,we establish the exponential stability of the global spherically and cylindrically symmetric solutions in Hi (i =1,2,4) for the p-th power Newtoni
科学的社会学知识发展的具体表现,是社会学知识的分化和在社会学范围内形成了各种分支(专门)理论:教育社会学、家庭社会学、科学社会学、医学社会学、宗教社会学、体育运动
曲折是海岸线的基本属性,也是影响海洋自然环境和经济发展的重要影响因素。本文借助Super Map的线数据集重采样功能,构建了基于海岸线轮廓基线的一种新的海岸线曲折度计算方
,Finite Time Blow Up of Solution for 1-D Nonlinear Wave Equation of Sixth Order with Linear Restorin
This paper is conceed with the Cauchy problem for some 1-D nonlinear wave equations of sixth order with linear restoring force.By utilizing the concavity method
An Alternative Method for Solving Lagrange’s First-Order Partial Differential Equation with Linear F
,Pullback Dynamics of 2D Non-autonomous Navier-Stokes Equations with Klein-Voight Damping and Multi-
This paper is conceed with the pullback dynamics of 2D non-autonomous Navier-Stokes-Voigt equations with continuous and distributed delays on bounded domain.Und