Structural transition on partial edge-based growing graph

doi:10.1016/j.chaos.2025.117225

Structural transition on partial edge-based growing graph

2025-09-23

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DOI：10.1016/j.chaos.2025.117225

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• We propose a class of partial edge-based growing graphs Gm(t). • We show that there exist structural transitions on graphs Gm(t) by tuning m. • We prove that graph Gm(t) has a relatively smaller spanning trees entropy. • We generate a family of stochastic growing graphs Gp,q(m,i,j;t). • We show that given m≥2, graphs Gp,q(m,i,j;t) have scale-free feature.

Structural transition on partial edge-based growing graph

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