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Table 1 Sets of routes

From: Route referencing and ordering for synchronization-free delay tomography in wireless networks

\(|\mathcal {L}_{i}|\)

\(\mathcal {L}_{i}\) (i=1,2,,15)

3

\(\mathcal {L}_{1}=\{l_{3}, l_{15}, l_{26}\}\), \(\mathcal {L}_{2}=\{l_{2}, l_{14}, l_{26}\}\)

4

\(\mathcal {L}_{3}=\{l_{4}, l_{7}, l_{20}, l_{28}\}\)

5

\(\mathcal {L}_{4}=\{l_{3}, l_{16}, l_{22}, l_{29}, l_{28}\}\), \(\mathcal {L}_{5}=\{l_{2}, l_{14}, l_{19}, l_{18}, l_{25}\}\),

 

\(\mathcal {L}_{6}=\{l_{2}, l_{13}, l_{18}, l_{24}, l_{26}\}\), \(\mathcal {L}_{7}=\{l_{2}, l_{10}, l_{21}, l_{29}, l_{28}\}\),

 

\(\mathcal {L}_{8}=\{l_{1}, l_{5}, l_{12}, l_{18}, l_{25}\}\)

6

\(\mathcal {L}_{9}=\{l_{4}, l_{8}, l_{17}, l_{16}, l_{15}, l_{26}\}\),

 

\(\mathcal {L}_{10}=\{l_{4}, l_{7}, l_{21}, l_{29}, l_{27}, l_{26}\}\),

 

\(\mathcal {L}_{11}=\{l_{2}, l_{9}, l_{12}, l_{19}, l_{27}, l_{28}\}\)

7

\(\mathcal {L}_{12}=\{l_{3}, l_{11}, l_{23}, l_{29}, l_{27}, l_{24}, l_{25}\}\),

 

\(\mathcal {L}_{13}=\{l_{1}, l_{5}, l_{9}, l_{10}, l_{20}, l_{27}, l_{26}\}\)

9

\(\mathcal {L}_{14}=\{l_{1}, l_{6}, l_{14}, l_{15}, l_{11}, l_{17}, l_{22}, l_{29}, l_{28}\}\)

10

\(\mathcal {L}_{15}=\{l_{4}, l_{8}, l_{23}, l_{22}, l_{16}, l_{10}, l_{13}, l_{19}, l_{24}, l_{25}\}\)