| Literature DB >> 29642908 |
Alessandra Ordinelli1, Nicola Bernabò2, Massimiliano Orsini3, Mauro Mattioli1,3, Barbara Barboni1.
Abstract
BACKGROUND: For over sixty years, it has been known that mammalian spermatozoa immediately after ejaculation are virtually infertile. They became able to fertilize only after they reside for long time (hours to days) within female genital tract where they complete their functional maturation, the capacitation. This process is finely regulated by the interaction with the female environment and involves, in spermatozoa, a myriad of molecules as messengers and target of signals. Since, to date, a model able to represent the molecular interaction that characterize sperm physiology does not exist, we realized the Human Sperm Interactme Network3.0 (HSIN3.0) and its main component (HSNI3.0_MC), starting from the pathway active in male germ cells.Entities:
Keywords: Biological networks; Interactome; Male infertility; Scale free; Small world; Spermatozoa; Systems biology
Mesh:
Year: 2018 PMID: 29642908 PMCID: PMC5896140 DOI: 10.1186/s12918-018-0578-6
Source DB: PubMed Journal: BMC Syst Biol ISSN: 1752-0509
main topological parameter computed on HSI 1.0, HSI 2.0, HSI 3.0, MC_HSI 3.0 networks
| Parameter | HSI 3.0 | MC_HSI 3.0 |
|---|---|---|
| Number of nodes | 7892 | 7758 |
| Number of edges | 14,712 | 14,534 |
| Clustering coefficient | 0.073 | 0.070 |
| Connected components | 25 | 1 |
| Network diameter | 37 | 37 |
| Shortest paths | 27,139,995 (43%) | 27,139,415 (45%) |
| Characteristic path length | 10.320 | 10.321 |
| Avg. number of neighbours | 3.727 | 3.746 |
Node degree distribution and correlation of node degree with clustering coefficient in MC_HSI 3.0
| Node degree distribution | In-degree | Out-degree |
|---|---|---|
| - γ | −1.850 | −1.764 |
| R | 0.985 | 0.963 |
| R2 | 0.781 | 0.814 |
| Clustering coefficient vs. node degree | ||
| - γ | −1.628 | |
| r | 0.223 | |
| R2 | 0.620 | |
Fig. 1HSIN3.0 and HSIN.0_MC. The networks were spatially represented using the Cytoscape Prefuse Force Directed Layout. This program “is based on a” force-directed “paradigm. Network nodes are treated like physical objects that repel each other, such as electrons. The connections between nodes are treated like metal springs attached to the pair of nodes. These springs repel or attract their end points according to Functional in force function. The layout algorithm sets the positions of the nodes in a way that Minimizes the sum of forces in the network” (Cytoscape 3.4.0 User Manual http://manual.cytoscape.org/en/stable/index.html). The node diameter is directly proportional to the degree node and the node color gradient was dependent from the clustering coefficient, from red (higher) to green (lower)
Fig. 2Graphs showing the result of KDE on main topological parameters of HSIN3.0_MC. a KDE analysis of node degree values. b KDE analysis of betweenness centrality. c KDE analysis of clustering coefficient
phenotypical effects of the deletion of gene relative to protein listed in HSIN3.0_MC in KO mice on male fertility
| Hubs | Non-hubs | |
|---|---|---|
| Male infertility | 5 (23.8) | 96 (27.8) |
| Male hypofertility | 3 (14.3) | 60 (17.4) |
| Male fertility affected | 3 (14.3) | 95 (27.5) |
| Male fertility unaffected/normal phenotype | 10 (47.6) | 94 (27.2) |
| Total | 21 (100) | 345 (100) |
Male infertility: male KO is infertile; Male hypofertility: male KO has reduced fertility in comparison with wild type; Male fertility affected: KO mice have a damage in reproductive function with unclear or unknown effects on male fertility; Male fertility unaffected/normal phenotype: the KO mice have the same fertility of wild type
Fig. 3HSICN. The networks was spatially represented using the Cytoscape Prefuse Force Directed Layout. This program "is based on a" force-directed "paradigm. Network nodes are treated like physical objects that repel each other, such as electrons. The connections between nodes are treated like metal springs attached to the pair of nodes. These springs repel or attract their end points according to functional in force function. The layout algorithm sets the positions of the nodes in a way that minimizes the sum of forces in the network "(Cytoscape 3.4.0 User Manual http://manual.cytoscape.org/en/stable/index.html)). The node diameter is directly proportional to the degree node and the node color gradient was dependent from the clustering coefficient, from red (higher) to green (lower)
pathways downloaded from Reactome, to realize HSIN3.0
| Pathway | Pathway ID (Reactome) |
|---|---|
| Apoptosis | R-HSA-109581 |
| Signalling to RAS | R-HSA-167044 |
| Signaling by Wnt | R-HSA-195721 |
| Signaling by EGFR | R-HSA-177929 |
| Cell Cycle, Mitotic | R-HSA-69278 |
| Regulation of mitotic cell cycle | R-HSA-453276 |
| Cell Cycle Checkpoints | R-HSA-69620 |
| Axon guidance | R-HSA-422475 |
| Regulation of insulin secretion | R-HSA-422356 |
| Signaling by Insulin receptor | R-HSA-74752 |
| Protein folding | R-HSA-391251 |
| Translation | R-HSA-72766 |
| tRNA Aminoacylation | R-HSA-379724 |
| L1CAM interactions | R-HSA-373760 |
| Metabolism of amino acids and derivatives | R-HSA-71291 |
| Triglyceride Biosynthesis | R-HSA-75109 |
| Metabolism of nucleotides | R-HSA-15869 |
| Gluconeogenesis | R-HSA-70263 |
| Glycolysis | R-HSA-70171 |
| Hexose transport | R-HSA-189200 |
| Hemostasis | R-HSA-109582 |
| Membrane Trafficking | R-HSA-199991 |
| Nucleosome assembly | R-HSA-774815 |
| Post-translational protein modification | R-HSA-597592 |
| ABC transporters in lipid homeostasis | R-HSA-1369062 |
| Signaling by Interleukins | R-HSA-449147 |
| Cholesterol biosynthesis | R-HSA-191273 |
| Metabolism of vitamins and cofactors | R-HSA-196854 |
| Mitochondrial fatty acid beta-oxidation of unsaturated fatty acids | R-HSA-77288 |
| Mitochondrial fatty acid beta-oxidation of saturated fatty acids | R-HSA-77286 |
| Peroxisomal lipid metabolism | R-HSA-390918 |
| Formation of ATP by chemiosmotic coupling | R-HSA-163210 |
Topological parameters assessed in this study
| Parameter | Definition |
|---|---|
| Connected Components | It is the number of networks in which any two vertices are connected to each other by links, and which is connected to no additional vertices in the network. |
| Number of nodes | It is the total number of molecules involved. |
| Number of edges | It is the total number of interactions found. |
| Clustering coefficient | It is calculated as |
| Network diameter | It is the longest of all the calculated shortest paths in a network. |
| Shortest paths | The length of the shortest path between two nodes |
| Characteristic path length | It is the expected distance between two connected nodes. |
| Averaged number of neighbors | It is the mean number of connections of each node. |
| Node degree | It is the number of interaction of each node. |
| Node degree distribution | It represents the probability that a selected nodes has |
| γ | Exponent of node degree equation. |
| R2 | Coefficient of determination of node degree vs. number of nodes, on logarithmized data. |