- Singular Perturbations and Hysteresis | Mathematical Association of America
- Singular Perturbation and Hysteresis
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Singular Perturbations and Hysteresis | Mathematical Association of America
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Singular Perturbation and Hysteresis
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My profile My library Metrics Alerts. Sign in. Get my own profile Cited by View all All Since Citations h-index 24 19 iindex 48 Sergei Sazhin University of Brighton Verified email at brighton.
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We are interested in singular perturbation problems and hysteresis as common strongly nonlinear phenomena that occur in many industrial, physical and economic systems. Often these two types of phenomena are manifested for different stages of the same or similar processes. A number of fundamental hysteresis models can be considered as limit cases of time relaxation processes, or admit an approximation by a differential equation which is singular with respect to a particular parameter. Proceedings are published in Journal of Physics: Conference Series, volume Among the aims of these workshops were to bring together leading experts in singular perturbations and hysteresis phenomena in applied problems; to discuss important problems in areas such as reacting systems, semiconductor lasers, shock phenomena in economic modelling, fluid mechanics, etc with an emphasis on hysteresis and singular perturbations; to learn and to share modern techniques in areas of common interest.
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