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20122026
most citedRobust Estimation in Generalised Linear Models : The Density Power Divergence Approach

68 citations · 377 across the 50 of their papers we have counts for

collaborators

57 papers

math.ST2026

A Composite Divergence Approach to Robust Multivariate Estimation under Cellwise and Casewise Contamination

Abhik Ghosh, Claudio Agostinelli, Ayanendranath Basu

Composite likelihood (CL) methods provide a computationally efficient alternative to full likelihood inference for complex multivariate models by replacing the joint likelihood wit…

math.ST2026

Universally Optimal Robustness-Efficiency Tradeoffs for a General Class of Minimum Divergence Estimators

Subhrajyoty Roy, Supratik Basu, Abhik Ghosh +1

Balancing the efficiency of an estimator under ideal conditions against its robustness under contamination remains a central challenge in robust statistics. While minimum divergenc…

stat.CO2025

Semiparametric Robust Estimation of Population Location

Ananyabrata Barua, Ayanendranath Basu

Real-world measurements often comprise a dominant signal contaminated by a noisy background. Robustly estimating the dominant signal in practice has been a fundamental statistical…

stat.ME2025

Robust Rank Estimation for Noisy Matrices

Subhrajyoty Roy, Abhik Ghosh, Ayanendranath Basu

Estimating the true rank of a noisy data matrix is a fundamental problem underlying techniques such as principal component analysis, matrix completion, etc. Existing rank estimatio…

math.ST2025

Asymptotic breakdown point analysis of the minimum density power divergence estimator under independent non-homogeneous setups

Suryasis Jana, Subhrajyoty Roy, Ayanendranath Basu +1

The minimum density power divergence estimator (MDPDE) has gained significant attention in the literature of robust inference due to its strong robustness properties and high asymp…

math.ST2025

Characterization of Generalized Alpha-Beta Divergence and Associated Entropy Measures

Subhrajyoty Roy, Supratik Basu, Abhik Ghosh +1

Minimum divergence estimators provide a natural framework for robust (parametric) statistical inference. Useful properties of several such divergence measures, including, the Helli…