Asymptotic properties of goodness of fit tests based on higher order overlapping spacings
By: Sherzod M. Mirakhmedov
Potential Business Impact:
Finds if data is spread out evenly.
The paper is devoted to tests for uniformity based on sum-functions of overlapping spacings, where the order of spacings can diverge to infinity as the sample size increases. In particular, it is shown that the asymptotic local power of these tests depends significantly on the asymptotic properties of the counterpart statistics based on disjoint spacings.
Similar Papers
Uniform-over-dimension location tests for multivariate and high-dimensional data
Methodology
Tests data better, no matter how big.
Optimal-Transport Based Multivariate Goodness-of-Fit Tests
Statistics Theory
Checks if data matches a pattern.
Asymptotic distributions of four linear hypotheses test statistics under generalized spiked model
Statistics Theory
Tests if data patterns are real or random.