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We show that accounting for internal character among interacting,heterogeneous entities generates rich phase transition behavior betweenisolation and cohesive dynamical grouping. Our analytical and numericalcalculations reveal different critical points arising for differentcharacter-dependent grouping mechanisms. These critical points move in oppositedirections as the population's diversity decreases. Our analytical theory helpsexplain why a particular class of universality is so common in the real world,despite fundamental differences in the underlying entities. Furthermore, itcorrectly predicts the non-monotonic temporal variation in connectivityobserved recently in one such system.

Internal character dictates phase transition dynamics between isolation and cohesive grouping