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| FIELD | Mathematics |
|---|---|
| DATE | December 20 (Fri), 2019 |
| TIME | 16:30-17:30 |
| PLACE | 1423 |
| SPEAKER | Daewook Kim |
| HOST | Kim, Daehwan |
| INSTITUTE | 서원 대학교 |
| TITLE | [GS_M_RCG] Behavior of the solution for a nonlinear hyperbolic equation with some boundary conditions |
| ABSTRACT | In this presentation, I would like to introduce the PDE system under some mathematical modeling. It appears likely that significant nonlinear terms in the primary system and boundary conditions consist. First, I will show the existence and uniqueness of a solution for the primary system. Finally, I try to check the (energy) decay rates of solution for the system. |
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