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Fabbrini et al. Microbiome Res Rep 2023;2:25  https://dx.doi.org/10.20517/mrr.2023.25  Page 11 of 18


















































                Figure 3. Flowchart of the pipeline used in the case study. General workflow of the case study, with a specific focus on the approaches
                and tools used for reconstructing and plotting microbiome networks. BH: Benjamini-Hochberg; CRC: colorectal cancer patients; HC:
                healthy controls. Created in Lucidchart, www.lucidchart.com.

               To deepen the knowledge of the relationship between community members, we decided to reduce the size
               of the dataset by filtering out low-abundance species, in order to reduce the number of nodes to be
               computed in the network. To reduce the complexity of the dataset, we excluded the species that were
               detected with low relative abundances in only a few samples, setting arbitrary thresholds. Specifically, we
               retained only the species showing at least 0.1% relative abundance in at least 20% of the samples from the
               smallest group (in this case, CRC). We then conducted a local differential networking analysis with
               NetCoMi [Table 2], computing both edge and vertex connectivity. We detected a reduction in network
               modularity in CRC patients (log fold change = -0.317) and a slight increase in positive edge percentage (log
               fold change = 0.143). Other parameters that could be evaluated but showed no significant differences in our
               case included the clustering coefficient, relative network size, edge density, average path length, and natural
               connectivity. The differential analysis allowed us to evaluate the difference in terms of central nodes
               between the two networks, according to the degree, betweenness centrality, closeness centrality, and
               eigenvector centrality, ultimately leading to the identification of hub taxa. For example, comparing the two
               networks, we found significant differences in the Jaccard index (P = 0.032, Jacc = 0.190) in degree and a
               trend (P = 0.075, Jacc = 0.231) in betweenness and closeness centralities. Considering the normalized
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