Initial-boundary value - Globe Thesis

Keyword [Initial-boundary value] Result: 181 - 200 \| Page: 10 of 10
181.	The Initial Boundary Value Problem Of Generalized Kawahara Equations On Bounded Intervals
182.	Blow-up Criterion For Two-dimensional Magnetohydrodynamic Equations With Vacuum
183.	Study On The Features Of Solutions Of Two Kinds Of Singular Perturbation Systems
184.	Periodic Solutions And Dirichlet-Neumann Mapping Of The Initial-boundary Value Problem To Keller-Segel Equations
185.	Global Weak Entropy Solution Of The Initial-boundary Value Problem For A Class Of Nonlinear Ideal Reaction Chromatography Equations
186.	Longtime Dynamics Of The Boussinesq Type Equation With Fractional Damping
187.	Initial Boundary Value Problems And Inverse Problems For Fractional Beam Equations
188.	The Well-posedness Of Nonlinear Forth-order Beam Equations With Nonlinear Damped Term And Source Term
189.	The Initial Boundary Value Problem Of The Double Dispersion Wave Equation With Nonlinear Damping Term
190.	Longtime Dynamics Of The Kirchhoff Type Wave Equations With Gentle Damping
191.	Long-time Dynamics For A Class Of Nonlinear Wave Equations With Structural Damping
192.	On A Kind Of Fourth Order Nonlinear Schr(?)dinger Equations
193.	The Study Of The Initial Boundary Value Problems For Two Classes Of Fourth Order Wave Equations With Damping Terms
194.	Initial Boundary Value Problem For A Mixed Pseudo-parabolic-p-Laplacian Type Equation With Logarithmic Nonlinearity
195.	Some Study On Damped Wave Equations
196.	The Initial-boundary Value Problem For A Class Of Nonlinear Fourth Order Parabolic Equations
197.	Initial-boundary Value Problems For Thermoelastics Coupled Beam Equations With Memory Terms
198.	Initial-boundary Value Problems For A Coupled Nonlinear Partial Differential Equaltions With Memory Terms
199.	Study On The Solution Of The Initial-Boundary Value Problem Of Two Classes Of Nonlinear Evolution Equations
200.	The Viscosity Vanishing Limit Of The Initial Boundary Value Problem For Two-Dimensional Parabolic Equations
<<First <Prev Next> Last>> Jump to