Multiscale deformable model segmentation and statistical shape analysis using medial descriptions

Sarang Joshi, Stephen M. Pizer, P. Thomas Fletcher, Paul A. Yushkevich, Andrew Thall, J. S. Marron

IEEE Transactions on Medical Imaging · 2002 · 139 citations · 24 references

Concepts

TL;DR

The paper introduces a multiscale medial representation framework for segmenting and statistically characterizing anatomical shapes in medical images, including a novel shape analysis method that separates global and local variability. Segmentation is performed using Bayesian deformable templates that incorporate prior geometric knowledge and allow probabilistic transformations—parameterized by natural shape operations such as growth and bending—to model anatomical variability. A preliminary validation demonstrates the segmentation procedure’s effectiveness, and the shape analysis method successfully describes variability in terms of intuitive growth and bending operations.

Abstract

This paper presents a multiscale framework based on a medial representation for the segmentation and shape characterization of anatomical objects in medical imagery. The segmentation procedure is based on a Bayesian deformable templates methodology in which the prior information about the geometry and shape of anatomical objects is incorporated via the construction of exemplary templates. The anatomical variability is accommodated in the Bayesian framework by defining probabilistic transformations on these templates. The transformations, thus, defined are parameterized directly in terms of natural shape operations, such as growth and bending, and their locations. A preliminary validation study of the segmentation procedure is presented. We also present a novel statistical shape analysis approach based on the medial descriptions that examines shape via separate intuitive categories, such as global variability at the coarse scale and localized variability at the fine scale. We show that the method can be used to statistically describe shape variability in intuitive terms such as growing and bending.

References

24