1998
DOI: 10.1016/s0165-1765(98)00036-6
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Effects of skewness and kurtosis on model selection criteria

Abstract: We consider the behavior of model selection criteria in AR models where the error terms are not normal by varying skewness and kurtosis. The probability of estimating the true lag order for varying degrees of freedom (k) is the interest. For both small and large samples skewness does not effect the performance of criteria under consideration. On the other hand, kurtosis does effect some of the criteria considerably. In large samples and for large values of k the usual asymptotic theory results for normal model… Show more

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Cited by 8 publications
(5 citation statements)
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“…Means for these 6 markets there is no second unit root. For Addis Ababa and Nazret the null of unit root around zero under 1 Φ and unit root around drift under t α is rejected at 5% level but not at 10% level 10 . However given the data is having zero mean it is known fact that t α and 1 Φ have weak power compared to df t .…”
Section: Adf Unit Root Test For 8 White Wheat Whole Sale Pricesmentioning
confidence: 93%
See 3 more Smart Citations
“…Means for these 6 markets there is no second unit root. For Addis Ababa and Nazret the null of unit root around zero under 1 Φ and unit root around drift under t α is rejected at 5% level but not at 10% level 10 . However given the data is having zero mean it is known fact that t α and 1 Φ have weak power compared to df t .…”
Section: Adf Unit Root Test For 8 White Wheat Whole Sale Pricesmentioning
confidence: 93%
“…So we have to reject the Mekelle's test result, too. When the 1 Φ version of the F test is used the null of unit root around zero is not rejected even at 10% level for all but Addis Ababa. For Addis Ababa the null is rejected at 1% level which could imply that there is either unit root around drift, drift with stationery series or unit root around drift.…”
Section: Adf Unit Root Test For 8 White Wheat Whole Sale Pricesmentioning
confidence: 98%
See 2 more Smart Citations
“…An asterisks indicates statistical significance at the 1-percent level. Zaman (1998) establish that excess kurtosis, which can be interpreted as non-contamination-based innovation outliers, affects various model selection criteria but only marginally. Le, Raftery, and Martin (1996) argue that additive outliers create downward bias in automatic selection criteria.…”
Section: Resultsmentioning
confidence: 92%