5.3. Applications of directed networks
53
Names
in-out average Din Dout
BISCHERI
19
45
5
4
GUADAGNI
50
75
6
6
FIORAVANTI
30
46
1
1
DALL’ANTELLA
13
36
0
1
DIETSALVI
13
38
1
0
DAVANZATI
55
155
0
1
ORLANDINI
78
264
2
0
COCCO-DONATI
49
134
3
0
VALORI
23
65
0
1
GUICCIARDINI
28
89
4
5
GINORI
36
64
6
3
TORNABUONI
111
70
4
3
MEDICI
136
147
6
19
ARDINGHELLI
42
67
1
2
DA-UZZANO
6
98
2
2
ALTOVITI
4
12
1
0
SOLOSMEI
7
40
2
2
RONDINELLI
18
70
5
4
GUASCONI
76
98
9
8
ALBIZZI
26
68
12
7
DELLA-CASA
26
64
3
3
PEPI
9
25
1
0
CASTELLANI
42
43
7
8
PERUZZI
93
52
6
9
SCAMBRILLA
9
25
1
0
BENIZZI
31
31
2
2
STROZZI
43
51
6
8
PANCIATICHI
43
33
2
1
ALDOBRANDINI
5
15
1
0
RUCELLAI
9
45
2
1
LAMBERTESCHI
8
52
5
6
BARONCELLI
55
77
3
2
VELLUTI
4
67
3
3
Means
36.3
68.6
3.4
3.4
Std
32.2
48.9
2.8
3.9
Table 5.1: Normalized edge lengths for Florentine families (×1000) and degrees
53
Names
in-out average Din Dout
BISCHERI
19
45
5
4
GUADAGNI
50
75
6
6
FIORAVANTI
30
46
1
1
DALL’ANTELLA
13
36
0
1
DIETSALVI
13
38
1
0
DAVANZATI
55
155
0
1
ORLANDINI
78
264
2
0
COCCO-DONATI
49
134
3
0
VALORI
23
65
0
1
GUICCIARDINI
28
89
4
5
GINORI
36
64
6
3
TORNABUONI
111
70
4
3
MEDICI
136
147
6
19
ARDINGHELLI
42
67
1
2
DA-UZZANO
6
98
2
2
ALTOVITI
4
12
1
0
SOLOSMEI
7
40
2
2
RONDINELLI
18
70
5
4
GUASCONI
76
98
9
8
ALBIZZI
26
68
12
7
DELLA-CASA
26
64
3
3
PEPI
9
25
1
0
CASTELLANI
42
43
7
8
PERUZZI
93
52
6
9
SCAMBRILLA
9
25
1
0
BENIZZI
31
31
2
2
STROZZI
43
51
6
8
PANCIATICHI
43
33
2
1
ALDOBRANDINI
5
15
1
0
RUCELLAI
9
45
2
1
LAMBERTESCHI
8
52
5
6
BARONCELLI
55
77
3
2
VELLUTI
4
67
3
3
Means
36.3
68.6
3.4
3.4
Std
32.2
48.9
2.8
3.9
Table 5.1: Normalized edge lengths for Florentine families (×1000) and degrees