Analysis of Independent and Correlated Imaging Features using Scalar-on-matrix Regression

Fan Fan Co-Author
Department of Biomedical Engineering, Emory University and Georgia Institute of Technology
 
Laura Barisoni Co-Author
Division of AI and Computational Pathology, Department of Pathology, Duke University
 
Andrew Janowczyk Co-Author
Department of Biomedical Engineering, Emory University
 
Jarcy Zee Co-Author
University of Pennsylvania
 
Jeremy Rubin First Author
University of Pennsylvania
 
Jeremy Rubin Presenting Author
University of Pennsylvania
 
Sunday, Aug 4: 2:35 PM - 2:50 PM
2014 
Contributed Papers 
Oregon Convention Center 

Description

Image features that characterize objects from kidney biopsies may offer insight into disease prognosis as novel biomarkers. For each subject, we construct a matrix of image features that are measured for each object from that subject's biopsy. We proposed the CLUstering Structured laSSO (CLUSSO), a novel scalar-on-matrix regression method that allows for unbalanced numbers of objects across subjects, to predict scalar outcomes from matrices of independent image features. CLUSSO averages images feature values within subgroups of objects as determined by cluster analysis. We showed through simulations that CLUSSO has fewer false positives (FPs) and more true positives for identifying truly predictive features relative to a naive method that averages feature values across all objects. To handle correlated image features, we developed the Random CLUSSO, an extension of CLUSSO that averages estimated feature coefficients across bootstrapped samples with subsampled features. These methods are applied to tubular image features of kidney biopsies from glomerular disease patients to predict kidney function.

Keywords

Computational pathology

Image features

Scalar-on-matrix regression

Unsupervised clustering

Variable selection 

Main Sponsor

Section on Statistics in Imaging