Adhesion strength and its density-dependent regulation determine whether growing cell populations invade cohesively or fragment into spatial patterns and aggregates.
The short-range approximation can be achieved, for instance, by rescaling the interaction kernel as W (x) = ε−dφ(x/ε), where r = |x| and 0 < ε ≪ 1 denotes a smallsensing radius
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Theory of adhesion-driven self-organisation in growing tissues
Adhesion strength and its density-dependent regulation determine whether growing cell populations invade cohesively or fragment into spatial patterns and aggregates.