| Abstract |
In this talk, we investigate the stability of stationary solutions to scalar viscous conservation laws with delay effects.
To establish the stability of equilibrium states, we need to impose certain conditions that depend on both the delay parameter and the initial history. This situation differs significantly from the case of the standard scalar viscous conservation law without delay.
In this setting, we further investigate the stability of stationary solutions to scalar viscous conservation laws with delay effects, with the aim of deriving stability conditions that explicitly account for the effects of delay. |
