Relaxation Approximation of the Kerr-Debye Model for the Impedance Initial-Boundary Value Problem
Résumé
The Kerr-Debye model is a relaxation of the nonlinear Kerr model in which the relaxation coefficient is a finite response time of the nonlinear material. We establish the convergence of the Kerr-Debye model to the Kerr model when this relaxation coefficient tends to zero.
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