Analyses of Crime Patterns in NIBRS Data Based on a Novel Graph Theory Clustering Method: Virginia as a Case Study

Table 9

Likelihood index and clustering for gangland (organized crime involvement).

	Name	Cluster	Gangland likelihood index
1	NEWPORT NEWS	B	0.9217
2	ROANOKE	B	0.8786
3	CHESAPEAKE	B	0.8713
4	PETERSBURG	B	0.8421
5	NORFOLK	B	0.8129
6	RICHMOND	B	0.7953
7	LYNCHBURG	B	0.6965
8	FREDERICKSBURG	B	0.689
9	BRISTOL	B	0.6787
10	ALEXANDRIA	B	0.6569
11	NORTHAMPTON	B	0.632
12	LOUDOUN	B	0.4939
13	CHARLOTTESVILLE	A	0.4152
14	STAFFORD	B	0.3853
15	PORTSMOUTH	A	0.3075
16	HOPEWELL	A	0.2724
17	GALAX	A	0.2121
18	CAROLINE	A	0.1372
19	SUFFOLK	A	0.1077
20	GREENSVILLE	A	0.0817
21	CLARKE	A	0.0689
22	DANVILLE	A	0.0519
23	HENRY	A	0.0518
24	RICHMOND	A	0.0074
25	WINCHESTER	A	−0.0071
26	FRANKLIN	A	−0.0508
27	SUSSEX	A	−0.0763
28	MANASSAS	A	−0.0812
29	WILLIAMSBURG	A	−0.1001
30	GOOCHLAND	A	−0.1112