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Level VI

Module analysis and correlation networks

This might be more of a "wish list" post, but I am interested in the capacity of carrying out correlation network analysis in JMP with OMICS datasets (in my case, protein concentration data). There is a popular approach called WGCNA (weighted gene co-expression network analysis), described as follows (from

"Correlation networks are increasingly being used in bioinformatics applications. For example, weighted gene co-expression network analysis is a systems biology method for describing the correlation patterns among genes across microarray samples. Weighted correlation network analysis (WGCNA) can be used for finding clusters (modules) of highly correlated genes, for summarizing such clusters using the module eigengene or an intramodular hub gene, for relating modules to one another and to external sample traits (using eigengene network methodology), and for calculating module membership measures. Correlation networks facilitate network based gene screening methods that can be used to identify candidate biomarkers or therapeutic targets. These methods have been successfully applied in various biological contexts, e.g. cancer, mouse genetics, yeast genetics, and analysis of brain imaging data. While parts of the correlation network methodology have been described in separate publications, there is a need to provide a user-friendly, comprehensive, and consistent software implementation and an accompanying tutorial."


It seems to me that this is just a fancy way of clustering by covariance, which I DO know how to do with JMP Pro 14 (I've looked at clustering across my sample set=biological replicates alongside clustering of the various proteins whose concentrations I measured in each sample). Basically, I like what the authors have done in the first figure I've attached:Screen Shot 2019-11-18 at 18.08.27.png: clustered genes into modules based on covariance and then looked at correlation against categorical properties (time, temperature, and thermotolerance). In this example, the dakgrey module featured 2,053 genes and was positively correlated with temperature. I feel like this sort of "sexified" bioinformatics analysis should be achievable in JMP Pro (or even in regular JMP), right? I am wondering if their "module membership measure" is essentially the eigenvector value or something along those lines. From my dataScreen Shot 2019-11-18 at 18.18.38.png

the samples (left side) are in two clusters based on their proteome profiles, whereas on the x axis, you can see 10-12 general clusters of proteins (I could transpose the dataset and have each protein assigned a cluster). 

Basically, I want to look at module (cluster?) correlations across temperature, time, and genotype in this attached dataset to where I can identify clusters of proteins that correlate with these experimental factors of interest. It actually seems like partial least squares could be used for this, too.....Any ideas out there?

Anderson B. Mayfield

Re: Module analysis and correlation networks

Nice analyses @abmayfield--you have that JMP table tricked out!    With only 12 observations and binary presence/absence for the 769 proteins, it’s important not to overfit or overinterpret, but here are several more ideas:

-          The following steps should produce a WGCNA-style analysis:

1.       Transpose, delete the four poor-quality samples

2.       Hierarchical Clustering, two-way to get heatmap like you have already done

3.       Choose the number of clusters interactively (coloring can help) and Save Cluster as a new column

4.       Summarize to get the mean of all variables by Cluster, which is an average protein profile for each cluster, aka eigenprotein.  When running Summary, specify “column” as “statistics column name format” to facilitate the next step.

5.       Transpose back and merge with experimental factors

6.       Create numerical versions of the experimental factors

7.       Multivariate

-          More principled and powerful is to fit ANOVA models with all three factors at once. Need to be careful with limited degrees of freedom.   You can do this with the eigenproteins and Fit Model.  You can also do it with the original proteins but the large number of reports can be unwieldy.   The main trick in this case is to right click on any report table > Make Combined Data Table.    

-          JMP Genomics has a more comprehensive workflow and interactive dashboard output from its Row-by-Row Modeling menu.  You can even do mixed models (e.g. make genotype a random effect).    JMP Genomics has numerous other helpful routines, as it is designed for high-throughput data sets like this one.

-          Use significant proteins of interest and/or the preceding eigenproteins in Structural Equation Modeling or the Partial Correlation Diagram add-in to infer potential causal relationships

-          If you have pathway annotations for the proteins, compute pathway-based scores and then analyze them versus the experimental factors.

-          Try the add-in from MJ Guan for low-dimensional projections based on t-SNE and UMAP. 

-          For PLS I think you would first need to create binary indicator variables for all experimental factors with Cols > Utilities > Make Indicator Columns

-          Run Analyze > Screening > Response Screening to fit all Y by X combos and select proteins based on FDR-adjusted p-values.    I tried this and nothing is statistically significant, but there is a dozen or so proteins with small raw p-values.

-          If you can obtain continuous measures of protein expression instead of presence/absence the preceding analyses should be more informative.

Level VI

Re: Module analysis and correlation networks


   Wow, thank you for thinking this through so carefully. I now have similar data, but fully quantitative (see attached). One issue might be, though, is that these proteomic datasets are much smaller than their mRNA counterparts. In this example, there are only 40 proteins (though it can be in the hundreds depending on the sample). But, if nothing else, I can at least go through the pipeline you have nicely drawn out. It does get to what was my real question, which was: is WGCNA really just regressing mean values from clusters of molecules against physiological parameters, to which, according to your response, that is indeed basically what it is. I am going to go through this today and report back to here with questions/comments/etc. Thanks again for your help and stay tuned for more. 

Anderson B. Mayfield
Level VI

Re: Module analysis and correlation networks

So, as an update, I played around with this more, and it appears that simply clustering by protein (one of the initial steps suggested) really gave me the information I needed. By eyeballing the cluster tree, I set four clusters and exported them. Rather than take the cluster average, I basically looked for trends manually. This was done because, after filtering out tons of low-quality proteins, I was left with only 40. In other words, response screening with a stringent FDR with this subset allowed me to note that one cluster featured proteins affected by coral color, another by temperature and time, and the fourth cluster featured the proteins that were not affected by treatment. It's not the same as WGCNA, per se, since I did not actually carry out any regression, but at the end of the day, I got the information I wanted! I think with larger datasets (which I will have in the future), it may make more sense to do a WGCNA-type analysis, though I worry about converting treatments to numbers, especially with having only very few treatments (2-3 temperatures maximum). I think WGCNA will make more sense not when looking for treatment effects, for which other statistical approaches are better, but with correlating the molecular data with physiological data from those same samples. Once I get the coral growth data from these samples, that will make for a likely more suitable response variable against which to compare cluster means.
If JMP Genomics can really do these such analyses, I may need to explore it in more detail.....
Anderson B. Mayfield