activity
20032026
most citedPost-selection Inference in Multiverse Analysis (PIMA): an inferential framework based on the sign flipping score test

18 citations · 34 across the 8 of their papers we have counts for

collaborators

8 papers

stat.ME2026

Post-Selection Inference for Multiverse Analysis in Mixed-Effects Models (PIMAX)

Anna Vesely, Angela Andreella

Sign-flipping score tests provide robust inference in generalized linear models under variance misspecification and form the basis of two recent inferential frameworks: post-select…

stat.ME2025★ 1 cited

Inference on multiple quantiles in regression models by a rank-score approach

Riccardo De Santis, Anna Vesely, Angela Andreella

This paper tackles the challenge of performing multiple quantile regressions across different quantile levels and the associated problem of controlling the familywise error rate, a…

stat.AP2023

Selective inference for fMRI cluster-wise analysis, issues, and recommendations for critical vector selection: A comment on Blain et al

Angela Andreella, Anna Vesely, Weeda Wouter +1

Two permutation-based methods for simultaneous inference on the proportion of active voxels in cluster-wise brain imaging analysis have recently been published: Notip (Blain et al.…

stat.AP2023★ 3 cited

Procrustes-based distances for exploring between-matrices similarity

Angela Andreella, Riccardo De Santis, Anna Vesely +1

The statistical shape analysis called Procrustes analysis minimizes the distance between matrices by similarity transformations. The method returns a set of optimal orthogonal matr…

stat.ME2022★ 18 cited

Post-selection Inference in Multiverse Analysis (PIMA): an inferential framework based on the sign flipping score test

Paolo Girardi, Anna Vesely, Daniël Lakens +4

When analyzing data researchers make some decisions that are either arbitrary, based on subjective beliefs about the data generating process, or for which equally justifiable alter…

stat.ME2022

Resampling-Based Multisplit Inference for High-Dimensional Regression

Anna Vesely, Jelle J. Goeman, Livio Finos

We propose a novel resampling-based method to construct an asymptotically exact test for any subset of hypotheses on coefficients in high-dimensional linear regression. It can be e…