We study predictive density estimation on the sphere under additional information. Specifically, we consider geodesic normal models on
$$\mathbb {S}^p$$
in which the parameter pair
$$(\mu _1,\mu _2)$$
is subject to an intrinsic restriction expressed through the logarithm map and geodesic distance. This...
Abdolnasser Sadeghkhani· Journal of the Korean Statis...· 0 citations
Rare-event screening in count data often concerns latent upper-tail risk rather than large observed counts alone. We develop a robust Bayesian procedure whose parameter-conditional tail functional is θi(ϑ)=Prϑ(Yirep>τi∣xi)\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \use...
Abdolnasser Sadeghkhani· International Journal of Dat...· 0 citations
A Laplace-approximated Bayesian scoring function for the non-conjugate Normal--Gamma prior is developed and, through the DAG-probit extension, predicts malignancy from nuclear morphometry with a cross-validated ROC-AUC of $0.94$ using a sparse, interpretable set of direct predictors.
Samaneh Nazari, Mohammad Arashi, Abdolnasser Sadeghkhani· 0 citations
We propose a unified Bayesian framework namely robust DAG-Cholesky horseshoe (R-DACH) for joint directed acyclic graph (DAG) structure learning and precision matrix estimation in the high-dimensional proportional asymptotic regime $p/n \to c \in (0,\infty)$, under the scale mixture of normal errors. The construction pl...
Samaneh Nazari, Mohammad Arashi, Abdolnasser Sadeghkhani· 0 citations
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