Numerical approximation of the best decay rate for some dissipative systems
Ka\"is Ammari, Carlos Castro
TL;DR
This paper introduces a numerical method to estimate the optimal decay rate in dissipative systems modeled as bounded perturbations of unbounded skew-adjoint operators, supported by numerical examples and applications.
Contribution
The paper presents a novel numerical approach for approximating decay rates in complex dissipative systems with practical demonstrations.
Findings
Efficient numerical approximation of decay rates
Application to various dissipative systems
Validation through numerical examples
Abstract
In this paper we propose a numerical method to approximate the best decay rate for some dissipative systems that are bounded perturbation of unbounded skew-adjoint operators. We also give some numerical examples and applications to illustrate the efficiency of this approach.
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