Suppose that you want to test the null hypothesis of no mean effect when event days are

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Suppose that you want to test the null hypothesis of no mean effect when event days are completely clustered. The sample size is n = 100 firms and the test statistic applied is BMP due to its good sample properties. You estimate the value of tbmp = 2. 7 with p = 0. 007 in two-sided testing. As a result, you infer that the event effect is highly statistically significant. Since the average cross-sectional correlation of the abnormal returns is ¯ r = 0. 02, you argue that the small average cross-sectional correlation will not materially change the test results. Is this right?

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