Table 1 Classification of segments using community detection. Analysis of similarity networks for (a) \(H=0.357\) and (b) \(H=0.05\). The number of segments in each community is reported with the average degree \(\langle k\rangle\), global clustering \(\langle C\rangle\), and average lengths \(\langle l \rangle\) of the shortest path connecting the nodes for each subnetwork. For the non-null speeds in the segments in each community \({\bar{v}}\) denotes the average speed and \(\sigma _{v}\) the standard deviation, we also report the fraction (as percentage) of speeds with \(v\ge 10\,{{\mathrm{m}}/{\mathrm{s}}}\).

From: Activity of vehicles in the bus rapid transit system Metrobús in Mexico City

Community

Segments

\(\langle k\rangle\)

\(\langle C\rangle\)

\(\langle l\rangle\)

\({\bar{v}}({{\mathrm{m}}/{\mathrm{s}}})\)

\(\sigma _v({{\mathrm{m}}/{\mathrm{s}}})\)

\(\%\) \(v\ge 10\,{{\mathrm{m}}/{\mathrm{s}}}\)

(a) \({\varvec{H}}=\mathbf{0.357}\)

\({\mathscr {C}}_1\)

108

77.11

0.877

1.32

8.07

4.03

30.46

\({\mathscr {C}}_2\)

106

89.1

0.921

1.15

5.99

2.97

9.34

(b) \({\varvec{H}}=\mathbf{0.05}\)

\({\mathscr {C}}_1\)

55

11.7

0.625

2.33

6.41

3.17

13.28

\({\mathscr {C}}_2\)

41

3.85

0.287

3.36

8.05

3.81

30.69

\({\mathscr {C}}_3\)

32

4.75

0.494

2.83

5.71

2.61

5.31

\({\mathscr {C}}_4\)

12

2.67

0.281

2.41

6.93

3.09

14.2

\({\mathscr {C}}_5\)

10

3

0.250

1.91

4.73

2.69

3.16

\({\mathscr {C}}_6\)

4

1.5

0

1.67

8.68

3.57

37.81