Time-varying networks based on activation and deactivation mechanisms<xref rid="cpb_26_10_108902_fn1" ref-type="fn">*</xref> <fn id="cpb_26_10_108902_fn1"> <label>*</label> <p>Project supported by the National Natural Science Foundation of China (Grant No. 11665009) and the Natural Science Research Project of Guizhou Provincial Education Bureau (Grant No. KY[2015]355)</p> </fn>

Time-varying networks based on activation and deactivation mechanisms* *

Project supported by the National Natural Science Foundation of China (Grant No. 11665009) and the Natural Science Research Project of Guizhou Provincial Education Bureau (Grant No. KY[2015]355)

Wang Xue-Wen^{1, 2}, Luo Yue-E¹, Zhang Li-Jie², Xu Xin-Jian^{2, 3, †}

(color online) Degree distributions of nodes of generated networks in the case of a₁ = 18 for m = 4 (downward triangle), m = 8 (upward triangle), 16 (circle), and 32 (square), respectively. The size of aggregated networks is N = 10⁵. The solid lines are obtained from analytical solutions of Eq. (18). The inset shows the relationship between γ₁ and m in the case of a₁ = m + 2.