| Literature DB >> 35578630 |
Pankaj Khurana1, Rajeev Varshney1, Apoorv Gupta1.
Abstract
The alarming pandemic situation of novel Severe Acute Respiratory Syndrome Coronavirus 2 (nSARS-CoV-2) infection, high drug development cost and slow process of drug discovery have made repositioning of existing drugs for therapeutics a popular alternative. It involves the repurposing of existing safe compounds which results in low overall development costs and shorter development timeline. In the present study, a computational network-biology approach has been used for comparing three candidate drugs i.e. quercetin, N-acetyl cysteine (NAC), and 2-deoxy-glucose (2-DG) to be effectively repurposed against COVID-19. For this, the associations between these drugs and genes of Severe Acute Respiratory Syndrome (SARS) and the Middle East Respiratory Syndrome (MERS) diseases were retrieved and a directed drug-gene-gene-disease interaction network was constructed. Further, to quantify the associations between a target gene and a disease gene, the shortest paths from the target gene to the disease genes were identified. A vector DV was calculated to represent the extent to which a disease gene was influenced by these drugs. Quercetin was quantified as the best among the three drugs, suited for repurposing with DV of -70.19, followed by NAC with DV of -39.99 and 2-DG with DV of -13.71. The drugs were also assessed for their safety and efficacy balance (in terms of therapeutic index) using network properties. It was found that quercetin was a forerunner than other two drugs.Entities:
Keywords: 2 DG; N-acetyl-Cysteine; Network-biology; Quercetin
Year: 2022 PMID: 35578630 PMCID: PMC9093055 DOI: 10.1016/j.heliyon.2022.e09387
Source DB: PubMed Journal: Heliyon ISSN: 2405-8440
Figure 1Graphical representation of methodology followed to compare Quercetin, NAC and 2-DG effectiveness against COVID-19 using DV vector.
The 31 network properties calculated for the drug-gene-gene-disease network.
| 1 | Degree | The number of edges linked to a node |
| 2 | Scaled Connectivity | The degree of a studied node relative to the most connected node within the same module |
| 3 | Number of Selfloops | The number of edges starting and ending at the same node |
| 4 | Number of Triangles | The number of triangles that include the studied node as a vertex |
| 5 | Z Score | A connectivity index based on degree distribution of a network. |
| 6 | Clustering Coefficient | The number of the connected pairs between all neighbors of node |
| 7 | Neighborhood Connectivity | The average connectivity of all neighbors |
| 8 | Topological Coefficient | The extent to which a node in network shares interaction partners with other nodes |
| 9 | Interconnectivity | A connectivity index indicating the quality of the studied nodes being connected together |
| 10 | Bridging Coefficient | The extent of the studied node lying between any other densely connected nodes in the network |
| 11 | Degree Centrality | The number of links incident upon a studied node |
| 12 | Avg Shortest Path Length | The average length of shortest paths between the studied node and all other ones |
| 13 | Distance Sum | The sum of all shortest paths starting from the studied node |
| 14 | Eccentricity | The maximum non-infinite shortest path length between the studied node and all other nodes in the network |
| 15 | Eccentric | The absolute difference between nodes' eccentricities and network's average eccentricity |
| 16 | Deviation | The variation between sum of node distances and network unipolarity |
| 17 | Distance Deviation | The absolute difference between nodes' distance sum and network's average distance |
| 18 | Radiality | The level of reachability of a studied node via various shortest paths within the entire network |
| 19 | Closeness Centrality (avg) | The average number of steps required to reach the studied node from any node in a network |
| 20 | Closeness Centrality (sum) | The reciprocal of the sum of the shortest paths between the studied node and all other nodes in the network |
| 21 | Eccentricity Centrality | The largest geodesic distance between the node and any other node |
| 22 | Harmonic Closeness Centrality | The sum of the reciprocals of the average shortest path lengths of each node in network |
| 23 | Residual Closeness Centrality | The closeness measured by removing the studied node |
| 24 | Load Centrality | The fraction of all the shortest paths that pass through the studied node |
| 25 | Betweenness Centrality | The number of times the studied node serving as a linking bridge along shortest path between any two nodes |
| 26 | Normalized Betweenness | The fraction of network shortest paths that a given protein lies on |
| 27 | Bridging Centrality | The product of the bridging coefficient and betweenness centrality |
| 28 | CurrentFlow Betweenness | A centrality index measuring the level of information travels along all possible paths within network |
| 29 | CurrentFlow Closeness | The variant of current flow betweenness |
| 30 | Eigenvector Centrality | The sum of its neighbors centrality values |
| 31 | Page Rank Centrality | An adjustment of Katz by considering the diluted issue |
Figure 2Quercetin-gene-gene-disease directed network. Quercetin direct gene interactors are highlighted as Cyan nodes. Its connecting secondary and tertiary genes are shown as green and pink nodes respectively. SARS and MERS with their direct gene interactors are shown as orange nodes.
Figure 3NAC-gene-gene-disease directed network. NAC direct gene interactors are highlighted as Cyan nodes. Its connecting secondary and tertiary genes are shown as green and pink nodes respectively. SARS and MERS with their direct gene interactors are shown as orange nodes.
Figure 42-DG-gene-gene-disease directed network. 2-DG direct gene interactors are highlighted as Cyan nodes. Its connecting secondary and tertiary genes are shown as green and pink nodes respectively. SARS and MERS with their direct gene interactors are shown as orange nodes.
Figure 5Quercetin-gene-gene-disease shortest path network. The drug and its direct interacting genes are highlighted as cyan nodes. The disease nodes and its direct interacting gene are highlighted as orange nodes. The genes that are common to both drug and disease have been shown as yellow nodes. The primary genes that lie on path having 1 interconnecting gene are shown as green nodes and secondary genes that lie on path having 2 interconnecting gens are shown as pink nodes. The pie-chart depicts the percentage of shortest path in each category of common, zero, one or two connecting genes in pink, green, grey and blue respectively. The respective color scheme is followed for the edge color in the network.
Figure 6NAC-gene-gene-disease shortest path network. The drug and its direct interacting genes are highlighted as cyan nodes. The disease nodes and its direct interacting gene are highlighted as orange nodes. The primary genes that lie on path having 1 interconnecting gene are shown as green nodes and secondary genes that lie on path having 2 interconnecting gens are shown as pink nodes. The pie-chart depicts the percentage of shortest path in each category of zero, one or two connecting genes in green, grey and blue respectively. The respective color scheme is followed for the edge color in the network.
Figure 72-DG-gene-gene-disease shortest path network. The drug and its direct interacting genes are highlighted as cyan nodes. The disease nodes and its direct interacting gene are highlighted as orange nodes. The primary genes that lie on path having 1 interconnecting gene are shown as green nodes and secondary genes that lie on path having 2 interconnecting gens are shown as pink nodes. The pie-chart depicts the percentage of shortest path in each category of zero, one or two connecting genes in green, grey and blue respectively. The respective color scheme is followed for the edge color in the network.
The network properties that have been found to be significantly different (p-value<0.05) between the targets of NTI and NNTI drugs. Network properties were grouped based on their innate mutual dependence and are highlighted in similar colors. The values larger/smaller in NTI/NNTI drugs is listed. The corresponding average values of the target genes of quercetin, NAC and 2-DG are also tabulated.
Figure 8The parameters of connectivity of the target (Panel a), centrality of the target (Panel b) and human biological features (Panel c) of the three drugs. Panel a show that the average shortest path length, bridging-coefficient were highest in quercetin; whereas interconnectivity was highest in NAC. Panel b shows that the average closeness centrality, degree, radiality were lowest in quercetin. Panel c shows that the affiliated pathways; number of similarity proteins and percentage of direct interactors with core essential genes were lowest in quercetin targets.