Adaptive estimated maximum-entropy distribution model
Information Sciences: an International Journal
A discretization algorithm based on Class-Attribute Contingency Coefficient
Information Sciences: an International Journal
Viewpoint-based simplification using f-divergences
Information Sciences: an International Journal
On some entropy functionals derived from Rényi information divergence
Information Sciences: an International Journal
Contingency matrix theory: Statistical dependence in a contingency table
Information Sciences: an International Journal
Some properties of Rényi entropy and Rényi entropy rate
Information Sciences: an International Journal
On minimum Fisher information distributions with restricted support and fixed variance
Information Sciences: an International Journal
Bootstrapping divergence statistics for testing homogeneity in multinomial populations
Mathematics and Computers in Simulation
Results on residual Rényi entropy of order statistics and record values
Information Sciences: an International Journal
A multivariate classification of open source developers
Information Sciences: an International Journal
Original article: Burbea-Rao divergence based statistics for testing uniform association
Mathematics and Computers in Simulation
Hi-index | 0.07 |
In this paper, we consider the problem of testing uniform association in cross-classifications having ordered categories, taking as test statistic one in the family proposed by Conde and Salicru [J. Conde, M. Salicru, Uniform association in contingency tables associated to Csiszar divergence, Statistics and Probability Letters 37 (1998) 149-154]. We consider two approximations to the null distribution of the test statistics in this family: an estimation of the asymptotic null distribution and a bootstrap estimator. We prove that both approximations are asymptotically equivalent. To study their finite sample performance, we carried out two simulation experiments, whose results are presented. From the simulations it can be concluded that the bootstrap estimator behaves much better than the estimated asymptotic null distribution.