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Table 2 Clustering of the cytometries in \(\mathcal {DB}\) obtained using optimalFlowTemplates with complete linkage hierarchical clustering looking for 7 clusters and using HDBSCAN

From: optimalFlow: optimal transport approach to flow cytometry gating and population matching

ID Cytometry Cluster
Comp.-Link. HDBSCAN
1 \({\mathcal {C}}^{1}\) 1 1
2 \({\mathcal {C}}^{3}\) 2 6
3 \({\mathcal {C}}^{4}\) 2 6
4 \({\mathcal {C}}^{6}\) 2 6
5 \({\mathcal {C}}^{8}\) 2 6
6 \({\mathcal {C}}^{10}\) 1 8
7 \({\mathcal {C}}^{11}\) 1 9
8 \({\mathcal {C}}^{12}\) 1 8
9 \({\mathcal {C}}^{13}\) 1 9
10 \({\mathcal {C}}^{16}\) 3 6
11 \({\mathcal {C}}^{19}\) 3 7
12 \({\mathcal {C}}^{20}\) 3 7
13 \({\mathcal {C}}^{21}\) 4 7
14 \({\mathcal {C}}^{22}\) 4 2
15 \({\mathcal {C}}^{23}\) 4 2
16 \({\mathcal {C}}^{24}\) 4 2
17 \({\mathcal {C}}^{25}\) 4 2
18 \({\mathcal {C}}^{28}\) 5 3
19 \({\mathcal {C}}^{30}\) 6 4
20 \({\mathcal {C}}^{32}\) 6 4
21 \({\mathcal {C}}^{33}\) 6 4
22 \({\mathcal {C}}^{34}\) 5 3
23 \({\mathcal {C}}^{35}\) 7 3
24 \({\mathcal {C}}^{36}\) 6 5
25 \({\mathcal {C}}^{37}\) 6 5
26 \({\mathcal {C}}^{38}\) 6 5
27 \({\mathcal {C}}^{39}\) 6 5