Elsevier

NeuroImage

Volume 244, 1 December 2021, 118576
NeuroImage

The role of spatial embedding in mouse brain networks constructed from diffusion tractography and tracer injections

https://doi.org/10.1016/j.neuroimage.2021.118576Get rights and content
Under a Creative Commons license
open access

Highlights

  • Tractography underestimates long-range connectivity relative to tracers.

  • Tractography modular and hub-node structure is biased by geometry.

  • Consideration of geometry is crucial for validation of new tractography approaches.

Abstract

Diffusion MRI tractography is the only noninvasive method to measure the structural connectome in humans. However, recent validation studies have revealed limitations of modern tractography approaches, which lead to significant mistracking caused in part by local uncertainties in fiber orientations that accumulate to produce larger errors for longer streamlines. Characterizing the role of this length bias in tractography is complicated by the true underlying contribution of spatial embedding to brain topology. In this work, we compare graphs constructed with ex vivo tractography data in mice and neural tracer data from the Allen Mouse Brain Connectivity Atlas to random geometric surrogate graphs which preserve the low-order distance effects from each modality in order to quantify the role of geometry in various network properties. We find that geometry plays a substantially larger role in determining the topology of graphs produced by tractography than graphs produced by tracers. Tractography underestimates weights at long distances compared to neural tracers, which leads tractography to place network hubs close to the geometric center of the brain, as do corresponding tractography-derived random geometric surrogates, while tracer graphs place hubs further into peripheral areas of the cortex. We also explore the role of spatial embedding in modular structure, network efficiency and other topological measures in both modalities. Throughout, we compare the use of two different tractography streamline node assignment strategies and find that the overall differences between tractography approaches are small relative to the differences between tractography- and tracer-derived graphs. These analyses help quantify geometric biases inherent to tractography and promote the use of geometric benchmarking in future tractography validation efforts.

Keywords

Connectome
Diffusion MRI
Tractography
Neural tracer
Graph theory
Geometric networks

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