Applied Network Science

Table 4 Heterogeneous data for when N_A=N_B=500 and Φ=3%

From: Influence spread in two-layer interdependent networks: designed single-layer or random two-layer initial spreaders?

		Single-Layer Selection				Multi-Layer Selection
Scen.	Interconnectivity	t=50	t=100	t=150	t=200	t=50	t=100	t=150	t=200
1	Dense (Max-Max)	821	902	913	917	834	891	899	901
	Dense (Max-Min)	539	711	737	743	817	862	872	874
	Dense (Min-Min)	552	586	586	586	571	571	571	571
	Dense (Random)	573	617	620	620	612	613	613	613
	Sparse (Max-Max)	527	546	546	546	708	713	713	713
	Sparse (Max-Min)	275	341	347	348	677	691	693	693
	Sparse (Min-Min)	350	421	425	425	539	539	539	539
	Sparse (Random)	394	434	437	437	554	554	554	554
2	Dense (Max-Max)	793	813	823	825	791	812	822	825
	Dense (Max-Min)	777	793	801	802	779	794	801	802
	Dense (Min-Min)	740	756	757	757	719	723	723	723
	Dense (Random)	797	852	869	874	755	755	755	755
	Sparse (Max-Max)	715	715	715	715	690	693	693	693
	Sparse (Max-Min)	718	718	718	718	674	685	686	686
	Sparse (Min-Min)	596	646	648	648	672	691	694	694
	Sparse (Random)	685	720	721	721	700	708	708	708

Each value corresponds to the average number of afflicted nodes at the respective time-step, t, across all considered Monte-Carlo runs for all synthetic topologies

Back to article page