| Literature DB >> 32860207 |
A M Vallés1, T Y S Le Large1,2,3, G Mantini1,4, M Capula4, N Funel5, T V Pham1, S R Piersma1, G Kazemier3, M F Bijlsma5,6, E Giovannetti7,8, C R Jimenez9.
Abstract
PURPOSE: Despite extensive biological and clinical studies, including comprehensive genomic and transcriptomic profiling efforts, pancreatic ductal adenocarcinoma (PDAC) remains a devastating disease, with a poor survival and limited therapeutic options. The goal of this study was to assess co-expressed PDAC proteins and their associations with biological pathways and clinical parameters.Entities:
Keywords: Pancreatic cancer; Prognostic biomarkers; Protein co-expression; Proteomics; Systems biology; WGCNA
Mesh:
Substances:
Year: 2020 PMID: 32860207 PMCID: PMC7716908 DOI: 10.1007/s13402-020-00548-y
Source DB: PubMed Journal: Cell Oncol (Dordr) ISSN: 2211-3428 Impact factor: 6.730
Glossary of network-related terms
| Term | Definition | Reference |
|---|---|---|
| scale-free topology | Description of a cellular network structure in a graph theory concept | [ |
| co-expression network | The edges are determined by the pairwise correlations between two protein expression profiles. | [ |
| module | Module is a cluster of highly interconnected proteins. | [ |
| connectivity | In co-expression networks, the connectivity measures how correlated a protein is with all other network proteins. | [ |
| static tree cut | The branches of the hierachical clustering are cut at the same height. This is the most simple procedure for module identification. | [ |
| dynamic tree cut | The module are defined by a non-constant cut off on the hierarchical clustering branches. This approach starts from a static tree cut and iteratively combine or remove proteins from one module to the other one. The iteration stops only when the modules reach stability. | [ |
| adjacency matrix | Matrix containing pairwise correlations raised to the power β of all proteins. | [ |
| weighted co-expression network | The edges of a network are described by weights. In the study, the weight is the correlation between two proteins raisd to the power β. This is essential to enhance strong correlations and avoid random noise. | [ |
| unweighted co-expression network | Network that solely inform you if two proteins are connected or not | [ |
| signed co-expression network | The edges of the network provide the sign of correlation (positive or negative) | [ |
| unsigned co-expression network | The edges of the network do not provide the sign of correlation | [ |
| direct network | The edges of this network described the action of one protein to another one (e.g. protein A is a kinase that phosphorylates protein B). It gives the direction of the action. | [ |
| undirect network | The direction of the action is unknown. | [ |
| module eigenprotein | The module eigenprotein ME is a vector with the most representative values of the given module and corresponds to the first principal component of that module. | [ |
| hub gene | This term is used as an abbreviation of “highly connected gene” or specifically in this study, highly connected protein. | [ |
Explanatory table of the main network-related terms including references
Fig. 1Descriptive table of module characteristics. Module names, colors and numbers of proteins are indicated. Enrichment of biological processes, cellular compartments and hallmarks of cancer are described for each module by GSEA. The last two columns show correlations and significance levels of clinical endpoints for each module. The magenta module shows a positive (red color) and significant correlation with DFS (p value 0.036) and OS (p value 0.016) while the pink module shows a positive and significant correlation with DFS (p value 0.031)
Fig. 2Network visualization of the magenta module that associates with DFS and OS. Protein names are mapped to genes through Uniprot. Edge’s widths represent the correlation strengths between genes (blue = negative correlation, red = positive correlation). Gene colors represent biological processes as indicated in the figure
Fig. 3Candidate biomarkers deduced from PDAC proteomics data. Kaplan-Meier curves of KHSRP, SPTBN1, KHSRP and PYGL proteomics data
Fig. 4SPTBN1, KHSRP and PYGL as prognostic markers for resected pancreatic cancer patients. a. Immunohistochemistry validation of SPTBN1, KHSRP and PYGL on TMAs of 82 patients. b. Kaplan-Meier curves for SPTBN1, KHSRP and PYGL with p values 0.0034, 0.0059 and 0.016, respectively. c. Immunofluorescence of KHSRP (red) and SPTBN1 (green) in Hs766t cells
Univariate and multivariate analysis of prognostic markers for resected PDAC
Validation cohort characteristics with univariate and multivariate analyses for factors associated with OS. SPTBN1, KHSRP and PYGL remain significantly associated with OS together with grading stage, resection margin and vascular infiltration (significant p value in bold). In the multivariate analysis, significant covariates from univariate analysis are included and SPTBN1, KHSRP and PYGL are combined under the risk score
*NS: not significant in univariate cox regression; CI: Confidence of interval; df: degree of freedom