Table 6 Fifty highly ranked divisions out of the 201 detected divisions in 100 computer runs of the Les Misérables network in the influence spreading model with uniformly distributed \(U(0.05, 0.1)\) random link weights

1

7

17–23

70

1–16,24–77

2

15

1–2,5–10,17–23

62

3–4,11–16,24–77

3

8

1–2,5–10

69

3–4,11–77

4

25

1–2,5–10,47–49,58–68,74–75,77

52

3–4,11–46,50–57,69–73,76

5

12

58–68,77

65

1–57,69–76

6

26

17–23,47–49,56–68,74–75,77

51

1–16,24–46,50–55,69–73,76

7

35

1–10,30,35–39,47–49,56–68,74–75,77

42

11–29,31–34,40–46,50–55,69–73,76

8

17

47–49,58–68,74–75,77

60

1–46,50–57,69–73,76

9

32

17–23,40,47–50,52–68,74–75,77

45

1–16,24–39,41–46,51,69–73,76

10

29

13,17–29,31–32,34,41–44,46,51,69–73,76

48

1–12,14–16,30,33,35–40,45,47–50,52–68,74–75,77

11

31

30,35–40,47–50,52–68,74–75,77

46

1–29,31–34,41–46,51,69–73,76

12

27

1–2,5–10,17–23,58–68,77

50

3–4,11–16,24–57,69–76

13

35

11–16,24–39,41–46,51,69–73,76

42

1–10,17–23,40,47–50,52–68,74–75,77

14

19

17–23,58–68,77

58

1–16,24–57,69–76

15

20

1–2,5–10,58–68,77

57

3–4,11–57,69–76

16

37

3–4,11–16,24–39,41–46,51,69–73,76

40

1–2,5–10,17–23,40,47–50,52–68,74–75,77

17

36

3–4,11–12,14–16,29–30,33,35–39,45–49,56–68,74–75,77

41

1–2,5–10,13,17–28,31–32,34,40–44,50–55,69–73,76

18

22

35–39,47–49,58–68,74–75,77

55

1–34,40–46,50–57,69–73,76

19

37

1–10,13,17–28,31–32,34,41–44,51,69–73,76

40

11–12,14–16,29–30,33,35–40,45–50,52–68,74–75,77

20

30

1–2,5–10,35–39,47–49,58–68,74–75,77

47

3–4,11–34,40–46,50–57,69–73,76

21

36

11–29,31–34,41–46,51,69–73,76

41

1–10,30,35–40,47–50,52–68,74–75,77

22

25

17–23,47–49,56,58–68,74–75,77

52

1–16,24–46,50–55,57,69–73,76

23

33

1–2,5–10,17–23,47–49,56,58–68,74–75,77

44

3–4,11–16,24–46,50–55,57,69–73,76

24

35

3–4,11–16,25–29,32–34,40–46,50–55,69–73,76

42

1–2,5–10,17–24,30–31,35–39,47–49,56–68,74–75,77

25

32

13,17–28,31–32,40–44,50–55,69–73,76

45

1–12,14–16,29–30,33–39,45–49,56–68,74–75,77

26

25

17–26,30–31,35–39,41–43,69–72,76

52

1–16,27–29,32–34,40,44–68,73–75,77

27

33

25–26,28,40–43,47–49,51,53,56–72,74–77

44

1–24,27,29–39,44–46,50,52,54–55,73

28

33

1–10,35–39,47–49,56,58–68,74–75,77

44

11–34,40–46,50–55,57,69–73,76

29

37

1–16,25–29,32–34,41–46,51,69–73,76

40

17–24,30–31,35–40,47–50,52–68,74–75,77

30

30

35–40,47–50,52–68,74–75,77

47

1–34,41–46,51,69–73,76

31

33

11–16,25–29,32–34,40–46,50–55,69–73,76

44

1–10,17–24,30–31,35–39,47–49,56–68,74–75,77

32

33

17–24,30,35–39,47–49,56–68,74–75,77

44

1–16,25–29,31–34,40–46,50–55,69–73,76

33

38

11–12,14–16,30,33,35–40,45,47–50,52–68,74–75,77

39

1–10,13,17–29,31–32,34,41–44,46,51,69–73,76

34

35

1–10,42,47–49,56–72,74–77

42

11–41,43–46,50–55,73

35

37

3–4,11–12,14–16,29–30,33–39,45–49,56–68,74–75,77

40

1–2,5–10,13,17–28,31–32,40–44,50–55,69–73,76

36

33

1–2,5–10,42,47–49,56–72,74–77

44

3–4,11–41,43–46,50–55,73

37

27

13,17–26,30–32,35–39,41–43,69–72,76

50

1–12,14–16,27–29,33–34,40,44–68,73–75,77

38

33

1–2,5–10,17–26,30–31,35–39,41–43,69–72,76

44

3–4,11–16,27–29,32–34,40,44–68,73–75,77

39

36

1–10,17–23,47–49,56–68,74–75,77

41

11–16,24–46,50–55,69–73,76

40

14

1–2,5–10,18–23

63

3–4,11–17,24–77

41

6

18–23

71

1–17,24–77

42

25

42,47–49,56–72,74–77

52

1–41,43–46,50–55,73

43

37

11–34,41–46,51,69–73,76

40

1–10,35–40,47–50,52–68,74–75,77

44

36

3–4,11–24,27,29–39,44–46,50,52,54–55,73

41

1–2,5–10,25–26,28,40–43,47–49,51,53,56–72,74–77

45

38

17–23,30,35–40,47–50,52–68,74–75,77

39

1–16,24–29,31–34,41–46,51,69–73,76

46

36

11–16,24–29,31–34,40–46,50–55,57,69–73,76

41

1–10,17–23,30,35–39,47–49,56,58–68,74–75,77

47

28

13,17–26,28,30–32,35–39,41–43,69–72,76

49

1–12,14–16,27,29,33–34,40,44–68,73–75,77

48

28

11–16,25–29,31–34,41–46,51,69–73,76

49

1–10,17–24,30,35–40,47–50,52–68,74–75,77

49

28

3–4,11–12,14–16,25–29,32–34,41–46,51,69–73,76

49

1–2,5–10,13,17–24,30–31,35–40,47–50,52–68,74–75,77

50

30

25–26,40–43,47–49,56–72,74–77

47

1–24,27–39,44–46,50–55,73