weighted energy method - Globe Thesis

Keyword [weighted energy method] Result: 1 - 17 \| Page: 1 of 1
1.	Properties Of Solutions To The Generalized Benjamin-Bona-Mahony-Burgers Equations
2.	Traveling Waves For A Single Species With Age Structure On Two-Dimension Lattice
3.	Nonlinear Stability And Decay Rates Toward Planar Boundary Layer Solutions For Damped Wave Equation With Large Initial Perturbation
4.	Decay Properties Of The Solutions To The Navier-Stokes Equations And The Damped Wave Equation
5.	Asymptotic Behaviors Of Solutions For The Initial-Boundary Value Problem Of Scalar Viscous Conservation Law With Non-convexity
6.	Asymptotic Convergence Of Solutions Of Scalar Viscous Conservation Laws And Generalized BBM-Burgers Equation In A One-Dimensional Half Space
7.	Asymptotic Behaviors And Decay Rate Estimates Of Solutions For The Initial-Boundary Value Problems Of Scalar Viscous Conservation Laws
8.	Exponential Stability Of Traveling Waves Of Two Kinds Of Reaction-diffusion Models
9.	The Stability Of Stationary Solution For Outflow Problem On The Navier-Stokes-Poisson System
10.	Stability Of Traveling Waves In Nicholson’s Model With Crossing-monostability
11.	Existence And Stability Of Traveling Wave Fronts For Nonlocal Delayed Reaction-diffusion Equations
12.	Large Time Behavior Of The Solution To The Initial-boundary Value Problem Of Some Hyperbolic Equations With Dissipative Terms
13.	Stability Of Traveling Waves For Spatially Discrete Reaction-Diffusion Systems
14.	Stability Of Traveling Wave Solutions For Nonlocal Reaction Diffusion Systems With Delay
15.	Stability Of Traveling Waves For Reaction-Diffusion Equations With Time Delay
16.	Existence And Stability Of Traveling Wave Solutions For Discrete Diffusion Systems
17.	Stability Of Traveling Wave Solutions For Two Types Of Reaction-Diffusion Systems
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