2016
DOI: 10.1016/j.jedc.2016.05.008
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Can a stochastic cusp catastrophe model explain housing market crashes?

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Cited by 59 publications
(74 citation statements)
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“…Recently, very similar ideas have been applied to explain the dynamics of housing markets. In Westerho¤ (2012, 2016), Zwinkels (2014, 2015), Bolt et al (2014), Eichholtz et al (2015) and Diks and Wang (2016), housing market investors select between extrapolative and regressive expectation rules to determine the development of housing markets. The dynamics of all these models live from the fact that the market impact of destabilizing technical and stabilizing fundamental trading rules, or of destabilizing extrapolative and stabilizing regressive expectation rules, changes over time.…”
Section: Related Literaturementioning
confidence: 99%
“…Recently, very similar ideas have been applied to explain the dynamics of housing markets. In Westerho¤ (2012, 2016), Zwinkels (2014, 2015), Bolt et al (2014), Eichholtz et al (2015) and Diks and Wang (2016), housing market investors select between extrapolative and regressive expectation rules to determine the development of housing markets. The dynamics of all these models live from the fact that the market impact of destabilizing technical and stabilizing fundamental trading rules, or of destabilizing extrapolative and stabilizing regressive expectation rules, changes over time.…”
Section: Related Literaturementioning
confidence: 99%
“…Another important property of this model is that the adjustment towards the outer steady states is assumed to occur very fast. While Zeeman (1974) models the change of a stock market index, we follow Diks and Wang (2016) and use this model to explain the level of a stock market index. To be precise, the log of the stock market index results as…”
Section: Distributional Properties Of Other Agent-based Financial Marmentioning
confidence: 99%
“…Due to their close relation, the model by Day and Huang (1990) may be used to better understand the origin of the multiple steady states in Zeeman's (1974) model. Moreover, the discrete-time approximation of Zeeman's (1974) model presented in Diks and Wang (2016) (1993) is that fundamentalists disagree about the stock market's true fundamental value. To be precise, the fundamentalists' perception of the fundamental value is normally distributed around the true fundamental value.…”
Section: Distributional Properties Of Other Agent-based Financial Marmentioning
confidence: 99%
“…5 We follow the notation used by Lorenz (1993), while other papers in the literature use a different notation, cf. Thom (1975) or Diks and Wang (2016). 6 The singularity set contains all parameter combinations such that the equilibrium surface is tangent to the direction of x.…”
Section: Catastrophe Theorymentioning
confidence: 99%