In recent years there appeared a large number of papers as well as chapters in more general monographs devoted to evolution equations containing small (or large) parameters. In this book it is intended to gather the existing results as well as to introduce new ones on the field of initial value problems for singularly perturbed evolution equations of the resonance type. Such equations are of great interest in the applied sciences, particularly in the kinetic theory which is chosen as the main field of application for the asymptotic theory developed in the monograph.
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In recent years there appeared a large number of papers as well as chapters in more general monographs devoted to evolution equations containing small (or large) parameters. In this book it is intended to gather the existing results as well as to introduce new ones on the field of initial value problems for singularly perturbed evolution equations of the resonance type. Such equations are of great interest in the applied sciences, particularly in the kinetic theory which is chosen as the main field of application for the asymptotic theory developed in the monograph.
In recent years there appeared a large number of papers, as well as chapters in more general monographs, devoted to evolution equations containing small (or large) parameters. This text gathers the existing literature and introduces new results concerning singularly perturbed evolution equations of the resonance type which are of interest in the applied sciences. This is particularly true in the case of kinetic theory which is chosen as a field of application for the asymptotic theory developed in the monograph.
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