Nonlinearities, Disequilibria and Simulation 1992
DOI: 10.1007/978-1-349-12227-1_4
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The Wooden Horse That Wouldn’t Rock: Reconsidering Frisch

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Cited by 17 publications
(4 citation statements)
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“…This prevented him from seeing that the superposition of the cycles and the trend would not produce an apparent oscillation for the parameters he chose originally. This explains why Stefano Zambelli (1992, 2007), when he simulated the model with Frisch’s parameters, found a monotone return to equilibrium. This result is a consequence of the fact that, when started from the same initial conditions, the cycles have a very small amplitude and are dominated by the real exponential solution.…”
Section: Frisch’s Propagation Modelmentioning
confidence: 94%
“…This prevented him from seeing that the superposition of the cycles and the trend would not produce an apparent oscillation for the parameters he chose originally. This explains why Stefano Zambelli (1992, 2007), when he simulated the model with Frisch’s parameters, found a monotone return to equilibrium. This result is a consequence of the fact that, when started from the same initial conditions, the cycles have a very small amplitude and are dominated by the real exponential solution.…”
Section: Frisch’s Propagation Modelmentioning
confidence: 94%
“…This prevented him from seeing that the superposition of the cycles and the trend would not produce an apparent oscillation for the parameters he chose originally. This explains why Zambelli (1992;2007), when he simulated the model with Frisch's parameters, found a monotone return to equilibrium. This result is a consequence of the fact that, when started from the same initial conditions, the cycles have a very small amplitude and are dominated by the real exponential solution.…”
Section: Frisch's Propagation Modelmentioning
confidence: 95%
“…In addition, while this type of solution is useful to check the validity of our analytical solution and the level of approximation coming from the necessary truncation of the infinite series, it does not inform us in any way on the behaviour of the individual components. But such a simulation was carried out by Stefano Zambelli (1992Zambelli ( , 2007, who noticed that simulating the model with Frisch's original parameters will give rise to a monotonous return to equilibrium instead of oscillations. This odd conclusion is due to the fact that Frisch was more interested in the trajectory of each cycle rather than the complete movement of his system (the addition of all components).…”
Section: The "Secular Trend" and The Possibility Of Growth In The Rocking Horse Modelmentioning
confidence: 99%