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Titlebook: Speicherprogrammierbare Steuerungen; Grundstufe R. Bliesener,F. Ebel,C. Löffler Book 1997 Springer-Verlag Berlin Heidelberg 1997 Ablaufspra

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R. Bliesener,F. Ebel,C. Löffler u.a.structure is studied analytically around the principal parametric resonance region, numerically and experimentally for a wide range of parameters. The influence of damping, nonlinear stiffness (hard and soft), amplitude and frequency of excitation on the system’s behaviour is analysed in details. Th
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R. Bliesener,F. Ebel,C. Löffler u.a.rew out of a set of lecture notes, which were prepared for a course on nonlinear system theory, given by us for the first time during the fall semester of 1988. The audience consisted mostly of graduate students , taking part in the Dutch national Graduate Program on Systems and Control.The course g
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R. Bliesener,F. Ebel,C. Löffler u.a.. Berlin-Heidel­ berg-New York: Springer). It turned out that a lot of interesting material could only be sketched in a business cycle text, either because the relevance for business cycle theory was not evident or because the material required an interest in dynamical economics which laid beyond th
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R. Bliesener,F. Ebel,C. Löffler u.a.cle Theory. Berlin-Heidel­ berg-New York: Springer). It turned out that a lot of interesting material could only be sketched in a business cycle text, either because the relevance for business cycle theory was not evident or because the material required an interest in dynamical economics which laid
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R. Bliesener,F. Ebel,C. Löffler u.a.set of (relatively new) mathematical tools. As such, nonlinear economic dynamics has a rank comparable to that of game theory, optimal control, or many other innovations in economic theory made during the last 50 years. However, nonlinear dynamical systems emerging in several fields have never been
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R. Bliesener,F. Ebel,C. Löffler u.a.a truly open approach to studying the dynamical behavior of these models has begun to make its way into the mainstream. That is, economists formulate their hypotheses and study the dynamics of the resulting models rather than formulating the dynamics and studying hypotheses that could lead to models
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R. Bliesener,F. Ebel,C. Löffler u.a. ., depending on one real parameter ., which present chaotic behavior even without having any equilibrium point, for suitable choices of the parameter .. In that paper, such systems are denoted by NE. to NE.. As these systems have no equilibrium points, a natural question arises: how chaotic motion
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