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Coefficient Of Kurtosis

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Coefficient Of Kurtosis. Feb 17 2020 The formula for kurtosis is expressed as the ratio of the fourth moment and variance s 2 squared or squared the second moment of the distribution. Kurtosis is the ratio of 1 the fourth moment and 2 the second moment squared the ratio of the fourth moment and variance squared.

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Feb 17 2020 The formula for kurtosis is expressed as the ratio of the fourth moment and variance s 2 squared or squared the second moment of the distribution. Kurtosis is the ratio of 1 the fourth moment and 2 the second moment squared the ratio of the fourth moment and variance squared. A value greater than 3 indicates a leptokurtic distribution.

What does it mean when kurtosis is negative.

When kurtosis is equal to 0 the distribution is mesokurtic. Beta_2 - 3. They have shorter tails than a normal distribution. Leptokurtic distributions have positive excess kurtosis.

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