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This paper explores the time series implications of introducing credit constraints into a production based asset pricing model. Simulations are performed choosing parameter values which generate reasonable values for aggregate fluctuations. These results show that mean reversion in simulated returns series, measured by variance ration tests, is enhanced with the introduction of binding credit constraints. Without these constraints there is very little evidence of mean reversion. This is consistent with financial market data where the weak evidence for mean reversion is stronger in small firm returns. Other tests are run on the simulated series including checking the standard deviation, skewness, and kurtosis. These other tests do not show strong differences between the constrained and unconstrained firms in the model.
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Professor Ben Lambert presents the fifth installment of the ANOVA series. In this chapter, he demonstrates how to calculate wage variance based on education levels. His primary focus is deriving maximum likelihood.
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In this thirteenth chapter of the ANOVA series, Professor Ben Lambert brings tables into the two-way mix. This extends the previous conversation about calculations using age and gender.
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In chapter 12, Professor Ben Lambert expands his statistic demonstrations to include two-way ANOVA. The example in this segment includes separating results by both age group and gender.
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This paper presents a bound on the variance of the price-dividend ratio and a decomposition of the variance of the price-dividend ratio into components that reflect variation in expected future discount rates and variation in expected future dividend growth. Unobserved discount rates needed to make the variance bound and variance decomposition hold are characterized, and the variance bound and variance decomposition are tested for several discount rate models, including the consumption based model, and models based on interest rates plus a constant risk premium.
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In segment seven of the ANOVA series, Professor Ben Lambert builds on material covered in previous lessons. Examination of the F statistic is a main point of the chapter.
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