Skeletonization of neuronal processes using Discrete Morse techniques from computational topology
Samik Banerjee, Caleb Stam, Daniel J. Tward, Steven Savoia, Yusu Wang, Partha P.Mitra

TL;DR
This paper introduces a novel method combining deep learning and Discrete Morse topology to skeletonize neuronal axons from tracer data, enabling more meaningful analysis of neural circuitry in the brain.
Contribution
It is the first application of Discrete Morse techniques in neuroanatomy, improving robustness and biological relevance in neuronal mapping.
Findings
Successfully applied to whole-brain data
Provides noise-robust skeletonization of axons
Quantifies additional information from detailed morphologies
Abstract
To understand biological intelligence we need to map neuronal networks in vertebrate brains. Mapping mesoscale neural circuitry is done using injections of tracers that label groups of neurons whose axons project to different brain regions. Since many neurons are labeled, it is difficult to follow individual axons. Previous approaches have instead quantified the regional projections using the total label intensity within a region. However, such a quantification is not biologically meaningful. We propose a new approach better connected to the underlying neurons by skeletonizing labeled axon fragments and then estimating a volumetric length density. Our approach uses a combination of deep nets and the Discrete Morse (DM) technique from computational topology. This technique takes into account nonlocal connectivity information and therefore provides noise-robustness. We demonstrate the…
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Taxonomy
TopicsCell Image Analysis Techniques · Topological and Geometric Data Analysis · Medical Image Segmentation Techniques
