Abstract
A test of exponentiality of Kolmogorov-Smirnov type based on a simplified variant of Ioss-of-memory property and proposed by Angus [3] is considered. We find corresponding large-deviation asymptotics under the null-hypothesis reducing the problem to large deviations of U-statistics with a special kernel. As a corollary. Bahadur local efficiency of Angus test is calculated for most commonly used parametric alternatives to exponentiality.
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