| Contents |
| We study the asymptotic behaviour of solutions to an abstract semilinear evolution equation in presence of a time delay in the feedback.
It is well-known that a time delay, even arbitrarily small, may destroy the stability of an exponentially stable model. On the other hand, time delay effects are often present in many applications and practical problems.
We give an exponential stability result under suitable conditions. Some concrete examples that enter into our abstract framework are also illustrated. |
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