Introduces π-graphs and π-isomorphism as a new formalism for endothelial cell junction connectivity and proves basic relations to ordinary graphs.
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A Keller-Segel PDE reproduces observed brain microvasculature growth patterns and includes a data-driven chemoattractant equation for consistent temporal evolution.
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A Mathematical Reconstruction of Endothelial Cell Networks
Introduces π-graphs and π-isomorphism as a new formalism for endothelial cell junction connectivity and proves basic relations to ordinary graphs.
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On a Keller-Segel type equation to model Brain Microvascular Endothelial Cells growth's patterns
A Keller-Segel PDE reproduces observed brain microvasculature growth patterns and includes a data-driven chemoattractant equation for consistent temporal evolution.