Pages that link to "Item:Q2553009"

The following pages link to Some uniqueness and growth theorems in the Cauchy problem for \(Pu_{tt}+Mu_t+Nu=0\) in Hilbert space (Q2553009):

Displaying 9 items.

• An example of nonlinear wave equation whose solutions decay faster than exponentially (Q1107740) (← links)
• Energy decay for differential inequalities in a Hilbert space with applications to ultrahyperbolic equations (Q1155185) (← links)
• Non-existence, instability, and growth theorems for solutions of a class of abstract nonlinear equations with applications to nonlinear elasto- dynamics (Q1211659) (← links)
• Uniqueness and growth of weak solutions to certain linear differential equations in Hilbert space (Q1212594) (← links)
• Asymptotic behavior and uniqueness for an ultrahyperbolic equation with variable coefficients (Q1216745) (← links)
• Growth and instability theorems for wave equations with dissipation, with applications in contemporary continuum mechanics (Q1244457) (← links)
• Energy bounds for some nonstandard problems in partial differential equations. (Q1856819) (← links)
• Stability results for hyperbolic and parabolic equations (Q3127479) (← links)
• Decay, growth, continuous dependence and uniqueness results in generalized heat conduction theories (Q3469440) (← links)