Modeling Vascular Branching Alterations in Polycystic Kidney Disease
Timothy L. Kline

TL;DR
This paper presents a model of vascular network alterations in polycystic kidney disease, revealing how cyst growth impacts vascular geometry and perfusion, aiding early diagnosis and treatment strategies.
Contribution
It introduces an optimal transport network model to simulate vascular changes in PKD, linking cyst development to vascular remodeling.
Findings
Reduced perfusion territories due to cyst growth
Dilated vasculature associated with increased heterogeneity
Vessel rarefaction as a consequence of disease progression
Abstract
The analysis of biological networks encompasses a wide variety of fields from genomic research of protein-protein interaction networks, to the physiological study of biologically optimized tree-like vascular networks. It is certain that different biological networks have different optimization criteria and we are interested in those networks optimized for fluid transport within the circulatory system. Many theories currently exist. For instance, distributive vascular geometry data is typically consistent with a theoretical model that requires simultaneous minimization of both the power loss of laminar flow and a cost function proportional to the total volume of material needed to maintain the system (Murray's law). However, how this optimized system breaks down (or is altered) due to disease has yet to be characterized in detail in terms of branching geometry and geometric…
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Taxonomy
TopicsGenetic and Kidney Cyst Diseases
