| Abstract: |
| The boundary stabilization problem of the Boussinesq KdV-KdV type system is investigated in this talk. An appropriate boundary feedback law consisting of a linear combination of a damping mechanism and a time-varying delay term is designed. Then, under a small restriction on the length of the spatial domain and the initial data, we show that the energy of the KdV-KdV system decays exponentially. |
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