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20242026
most citedSpatial Principal Component Analysis and Moran Statistics for Multivariate Functional Areal Data

1 citations · 2 across the 5 of their papers we have counts for

collaborators

7 papers

stat.ME20261 cited

Spatial Principal Component Analysis and Moran Statistics for Multivariate Functional Areal Data

Dharini Pathmanathan, Issa-Mbenard Dabo, Tzung Hsuen Khoo +2

The paper introduces a multivariate functional areal spatial principal component analysis (mfasPCA) framework, together with multivariate functional Moran's I statistics, to enable…

math.ST20261 cited

High-dimensional analysis of ridge regression for non-identically distributed data with a variance profile

Jérémie Bigot, Issa-Mbenard Dabo, Camille Male

High-dimensional linear regression has been thoroughly studied in the context of independent and identically distributed data. We propose to investigate high-dimensional regression…

stat.ML2026

High-dimensional ridge regression with random features for non-identically distributed data with a variance profile

Issa-Mbenard Dabo, Jérémie Bigot

Random feature ridge regression is often analyzed in the high-dimensional regime under the homogeneous sampling model , where the vectors have iid entries…

stat.ME2026

Generalized dynamic functional principal component analysis

Tzung Hsuen Khoo, Issa-Mbenard Dabo, Dharini Pathmanathan +1

In this paper, we explore dimension reduction for functional time series. We propose a generalized dynamic functional principal component analysis (GDFPCA) which does not rely on s…

stat.AP2025

Reframing Three-Dimensional Morphometrics Through Functional Data Innovations

Aneesha Balachandran Pillay, Issa-Mbenard Dabo, Sophie Dabo-Niang +1

This study innovates geometric morphometrics by incorporating functional data analysis, the square-root velocity function (SRVF), and arc-length parameterisation for 3D morphometri…

math.ST2025

A multivariate spatial regression model using signatures

Camille Frévent, Issa-Mbenard Dabo

We propose a spatial autoregressive model for a multivariate response variable and functional covariates. The approach is based on the notion of signature, which represents a funct…