Computational modelling of angiogenesis: The importance of cell rearrangements during vascular growth
Daria Stepanova, Helen M. Byrne, Philip K. Maini, Tom\'as Alarc\'on

TL;DR
This paper reviews computational models of angiogenesis, emphasizing the importance of cell rearrangements and mixing during early vascular sprouting, challenging traditional 'snail-trail' assumptions and highlighting recent in silico approaches.
Contribution
It is the first review to focus specifically on cell mixing phenomena in angiogenesis models and discusses how to incorporate this into theoretical frameworks.
Findings
Cell rearrangements are crucial in early angiogenic sprouting.
Recent models incorporate cell mixing to better reflect biological processes.
Understanding cell dynamics can improve predictions of vascular growth.
Abstract
Angiogenesis is the process wherein endothelial cells (ECs) form sprouts that elongate from the pre-existing vasculature to create new vascular networks. In addition to its essential role in normal development, angiogenesis plays a vital role in pathologies such as cancer, diabetes and atherosclerosis. Mathematical and computational modelling has contributed to unravelling its complexity. Many existing theoretical models of angiogenic sprouting are based on the 'snail-trail' hypothesis. This framework assumes that leading ECs positioned at sprout tips migrate towards low-oxygen regions while other ECs in the sprout passively follow the leaders' trails and proliferate to maintain sprout integrity. However, experimental results indicate that, contrary to the snail-trail assumption, ECs exchange positions within developing vessels, and the elongation of sprouts is primarily driven by…
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Taxonomy
TopicsMathematical Biology Tumor Growth · Angiogenesis and VEGF in Cancer · Cancer Cells and Metastasis
MethodsFocus
