activity
20182026
most citedA test for normality and independence based on characteristic function

6 citations · 8 across the 3 of their papers we have counts for

collaborators

5 papers

math.PR2026

Extending an Order-Statistic Characterization of the Exponential Distribution

Danijel G. Aleksić, Dušan Džamić, Bojana Milošević +1

We prove a novel characterization of the exponential distribution via a linear combination of order statistics. The theorem established herein generalizes the previous characteriza…

math.ST2021★ 6 cited

A test for normality and independence based on characteristic function

Wiktor Ejsmont, Bojana Milošević, Marko Obradović

In this article we prove a generalization of the Ejsmont characterization of the multivariate normal distribution. Based on it, we propose a new test for independence and normality…

math.ST2020★ 2 cited

Asymptotic distribution of certain degenerate V- and U-statistics with estimated parameters

Marija Cuparić, Bojana Milošević, Marko Obradović

The asymptotic distribution of a wide class of V- and U-statistics with estimated parameters is derived in the case when the kernel is not necessarily differentiable along the para…

math.ST2019

New consistent exponentiality tests based on -empirical Laplace transforms with comparison of efficiencies

Marija Cuparić, Bojana Milošević, Marko Obradović

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

stat.ME2018

New -type exponentiality tests

Marija Cuparić, Bojana Milošević, Marko Obradović

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 e…