We introduce new consistent and scale-free goodness-of-fit tests for the exponential
distribution based on Puri-Rubin characterization. For the construction of test statistics we …

We present new consistent goodness-of-fit tests for exponential distribution, based on the
Desu characterization. The test statistics represent the weighted L^ 2 L 2 and L^ ∞ L∞ …

Stieltjes moment problem is considered to recover a probability density function from the
knowledge of its infinite sequence of ordinary moments. The approximate density is …

Constructing tests for exponentiality has been an active and fruitful research area, with
numerous applications in engineering, biology and other sciences concerned with life-time …

We utilize the important characterization that E (X− t| X> t) is a constant for t∈[0,∞) if and
only if X is distributed as an exponential random variable, in order to construct a new test …

In this paper we extend the family of test proposed by Majumder and Mitra [Detecting trend
change in failure functions-an L-statistic approach. Stat Pap. 2019; 62: 31–52. doi …

Tests for Laplace order dominance are proposed in the contexts of both one-sample and two-
sample problems utilizing a weighted integral as measure of deviation. The concerned test …

A test procedure based on a weighted integral approach is developed to detect Laplace
order dominance. The asymptotic distributions of our scale-invariant test statistics are …

We define a class of count distributions which includes the Poisson as well as many
alternative count models. Then the empirical probability generating function is utilized to …

A unified test is proposed to detect trend change in hazard functions. Test statistics based on
a weighted integral approach are constructed utilizing a measure of deviation from …