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Analysis of Non-Linear Oscillations and Multivariate Autoregressive Modelling Applied to the Cardiovascular System / BOUBEKEUR Samir

Public ISBD Titre : Analysis of Non-Linear Oscillations and Multivariate Autoregressive Modelling Applied to the Cardiovascular System Type de document : texte imprimé Auteurs : BOUBEKEUR Samir, Auteur Année de publication : 1987 Importance : 90 p. Langues : Français (fre) Catégories : Electrotechnique Mots-clés : study of NOBLE oscillator  MVREL and FOROSC applications  cardiovascular system Résumé : Firstly, a comparatine study betwenn three models of coupled non-linear oscillators under entraiment conditions was carried out the first model compises VAN DER pol oscillators, well known for the simplicity of their equations and stability for a large number of such oscillators the second model consists of a modified form of the HODGKIN-HUXLEY oscillator, namely the NOBLE oscillator known for the complexity of its analytical equations the iast model is based upon a feedback loop containing a linear filter, a non-linear switch and a time delay which give rise to substained oscillations. Directeur de thèse : D A Analysis of Non-Linear Oscillations and Multivariate Autoregressive Modelling Applied to the Cardiovascular System [texte imprimé] / BOUBEKEUR Samir, Auteur . - 1987 . - 90 p. Langues : Français (fre) Catégories : Electrotechnique Mots-clés : study of NOBLE oscillator  MVREL and FOROSC applications  cardiovascular system Résumé : Firstly, a comparatine study betwenn three models of coupled non-linear oscillators under entraiment conditions was carried out the first model compises VAN DER pol oscillators, well known for the simplicity of their equations and stability for a large number of such oscillators the second model consists of a modified form of the HODGKIN-HUXLEY oscillator, namely the NOBLE oscillator known for the complexity of its analytical equations the iast model is based upon a feedback loop containing a linear filter, a non-linear switch and a time delay which give rise to substained oscillations. Directeur de thèse : D A

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