Development of a Computationally Optimized Model of Cancer-induced Angiogenesis through Specialized Cellular Mechanics
Dibya Jyoti Ghosh

TL;DR
This paper presents a specialized computational model of cancer-induced angiogenesis that incorporates cellular mechanics and patient-specific factors to predict tumor criticality and angiogenesis success.
Contribution
It introduces a novel, optimized cellular mechanics model for angiogenesis that accounts for intercellular interactions and patient-specific parameters, enhancing predictive accuracy.
Findings
Critical angiogenesis limits identified at 102 m and 153 m.
Cell density and extracellular matrix fibers inhibit angiogenesis.
Model can potentially assess tumor criticality using medical imaging.
Abstract
Angiogenesis, the development of new vasculature, is a critical process in the growth of new tumors. Driven by a goal to understand this aspect of cancer proliferation, I develop a discrete computationally optimized mathematical model of angiogenesis that specializes in intercellular interactions. I model vascular endothelial growth factor spread and dynamics of endothelial cell movement in a competitive environment, with parameters specific to our model calculated through Dependent Variable Sensitivity Analysis (DVSA) and experimentally observed data. Through simulation testing, we find the critical limits of angiogenesis to be 102 m and 153 m respectively, beyond which angiogenesis will not successfully occur. Cell density in the surrounding region and the concentration of extracellular matrix fibers are also found to directly inhibit angiogenesis. Through these three factors, we…
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Taxonomy
TopicsMathematical Biology Tumor Growth · Angiogenesis and VEGF in Cancer · Cancer Cells and Metastasis
