ENERGY DECAY FOR THE WAVE EQUATIONS OF KIRCHHOFF TYPE WITH LINEAR DAMPING TERMS
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概要
- 論文の詳細を見る
- 1997-03-01
著者
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Ikehata Ryo
Department Of Mathematics Faculty Of School Education Hiroshima University
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Matsuyama Tokio
Department of Mathematics,School of Science, Tokai University
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Matsuyama Tokio
Department Of Mathematics Faculty Of Science Tokai University
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Matsuyama Tokio
Department Of Mathematics Faculty Of Science Tokyo Metropolitan University
関連論文
- Global well-posedness for the exterior initial-boundary value problem to the Kirchhoff equation
- Remarks on the behavior of solutions to the linear wave equations inunbounded domains
- The Palais-Smale condition for the energy of some semilinear parabolic equations
- L^2-BEHAVIOUR OF SOLUTIONS TO THE LINEAR HEAT AND WAVE EQUATIONS IN EXTERIOR DOMAINS
- Decay estimates of solutions for dissipative wave equations in R^N with lower power nonlinearities
- ENERGY DECAY FOR THE WAVE EQUATIONS OF KIRCHHOFF TYPE WITH LINEAR DAMPING TERMS
- Optimal decay rate of the energy for wave equations with critical potential
- Optimal decay rate of the energy for wave equations with critical potential