1 M. musculus

This will be a very minimal analysis until we get some replicates.

1.2 Metadata

I am going to write a quick sample sheet in the current working directory called ‘all_samples.xlsx’ and put the names of the count tables in it.

1.3 Create expressionsets

Here I combine the metadata, count data, and annotations.

It is worth noting that the gene IDs from htseq-count probably do not match the annotations retrieved because they are likely exon-based rather than gene based. This is not really a problem, but don’t forget it!

## Reading the sample metadata.
## The sample definitions comprises: 8 rows(samples) and 8 columns(metadata fields).
## Reading count tables.
## Reading count tables with read.table().
## /mnt/sshfs/cbcbsub/fs/cbcb-lab/nelsayed/scratch/atb/rnaseq/mmusculus_iprgc_2019/preprocessing/iprgc_01/outputs/hisat2_mm38_95/r1_trimmed.count.xz contains 25788 rows.
## /mnt/sshfs/cbcbsub/fs/cbcb-lab/nelsayed/scratch/atb/rnaseq/mmusculus_iprgc_2019/preprocessing/iprgc_02/outputs/hisat2_mm38_95/r1_trimmed.count.xz contains 25788 rows and merges to 25788 rows.
## /mnt/sshfs/cbcbsub/fs/cbcb-lab/nelsayed/scratch/atb/rnaseq/mmusculus_iprgc_2019/preprocessing/iprgc_03/outputs/hisat2_mm38_95/r1_trimmed.count.xz contains 25788 rows and merges to 25788 rows.
## /mnt/sshfs/cbcbsub/fs/cbcb-lab/nelsayed/scratch/atb/rnaseq/mmusculus_iprgc_2019/preprocessing/iprgc_04/outputs/hisat2_mm38_95/r1_trimmed.count.xz contains 25788 rows and merges to 25788 rows.
## /mnt/sshfs/cbcbsub/fs/cbcb-lab/nelsayed/scratch/atb/rnaseq/mmusculus_iprgc_2019/preprocessing/iprgc_05/outputs/hisat2_mm38_95/r1_trimmed.count.xz contains 25788 rows and merges to 25788 rows.
## /mnt/sshfs/cbcbsub/fs/cbcb-lab/nelsayed/scratch/atb/rnaseq/mmusculus_iprgc_2019/preprocessing/iprgc_06/outputs/hisat2_mm38_95/r1_trimmed.count.xz contains 25788 rows and merges to 25788 rows.
## /mnt/sshfs/cbcbsub/fs/cbcb-lab/nelsayed/scratch/atb/rnaseq/mmusculus_iprgc_2019/preprocessing/iprgc_07/outputs/hisat2_mm38_95/r1_trimmed.count.xz contains 25788 rows and merges to 25788 rows.
## /mnt/sshfs/cbcbsub/fs/cbcb-lab/nelsayed/scratch/atb/rnaseq/mmusculus_iprgc_2019/preprocessing/iprgc_08/outputs/hisat2_mm38_95/r1_trimmed.count.xz contains 25788 rows and merges to 25788 rows.
## Finished reading count tables.
## Matched 25554 annotations and counts.
## Bringing together the count matrix and gene information.
## Some annotations were lost in merging, setting them to 'undefined'.
## The final expressionset has 25783 rows and 8 columns.

1.4 Query expressionsets

In this block I will calculate all the diagnostic plots, but not show them. I will show them next with a little annotation.

I will leave the output for the first of each invocation and silence it for the second.

1.4.1 Initial salmon plots

## This function will replace the expt$expressionset slot with:
## log2(cpm(quant(cbcb(data))))
## It will save copies of each step along the way
##  in expt$normalized with the corresponding libsizes. Keep libsizes in mind
##  when invoking limma.  The appropriate libsize is non-log(cpm(normalized)).
##  This is most likely kept at:
##  'new_expt$normalized$intermediate_counts$normalization$libsizes'
##  A copy of this may also be found at:
##  new_expt$best_libsize
## Not correcting the count-data for batch effects.  If batch is
##  included in EdgerR/limma's model, then this is probably wise; but in extreme
##  batch effects this is a good parameter to play with.
## Step 1: performing count filter with option: cbcb
## Removing 2794 low-count genes (3970 remaining).
## Step 2: normalizing the data with quant.
## Step 3: converting the data with cpm.
## Step 4: transforming the data with log2.
## transform_counts: Found 1105 values equal to 0, adding 1 to the matrix.
## Step 5: not doing batch correction.

1.4.2 Initial hisat2 plots

## This function will replace the expt$expressionset slot with:
## log2(cpm(quant(cbcb(data))))
## It will save copies of each step along the way
##  in expt$normalized with the corresponding libsizes. Keep libsizes in mind
##  when invoking limma.  The appropriate libsize is non-log(cpm(normalized)).
##  This is most likely kept at:
##  'new_expt$normalized$intermediate_counts$normalization$libsizes'
##  A copy of this may also be found at:
##  new_expt$best_libsize
## Not correcting the count-data for batch effects.  If batch is
##  included in EdgerR/limma's model, then this is probably wise; but in extreme
##  batch effects this is a good parameter to play with.
## Step 1: performing count filter with option: cbcb
## Removing 12233 low-count genes (13550 remaining).
## Step 2: normalizing the data with quant.
## Step 3: converting the data with cpm.
## Step 4: transforming the data with log2.
## transform_counts: Found 19 values equal to 0, adding 1 to the matrix.
## Step 5: not doing batch correction.
## Error in plot_nonzero(expt, title = nonzero_title, ...) : 
##   object 'mm38_norm' not found
## Error in plot_libsize(expt, title = libsize_title, ...) : 
##   object 'mm38_norm' not found
## Error in plot_boxplot(expt, title = boxplot_title, ...) : 
##   object 'mm38_norm' not found
## Error in plot_heatmap(expt_data, expt_colors = expt_colors, expt_design = expt_design,  : 
##   object 'mm38_norm' not found
## Error in plot_sm(expt, method = cormethod, title = smc_title, ...) : 
##   object 'mm38_norm' not found
## Error in plot_heatmap(expt_data, expt_colors = expt_colors, expt_design = expt_design,  : 
##   object 'mm38_norm' not found
## Error in plot_sm(expt, method = distmethod, title = smd_title, ...) : 
##   object 'mm38_norm' not found
## Error in plot_pca(expt, title = pca_title, ...) : 
##   object 'mm38_norm' not found
## Error in plot_pca(..., pc_method = "tsne") : object 'mm38_norm' not found
## Error in plot_density(expt, title = dens_title, ...) : 
##   object 'mm38_norm' not found
## Error in plot_variance_coefficients(expt, title = dens_title, ...) : 
##   object 'mm38_norm' not found
## Error in plot_topn(expt, title = topn_title, ...) : 
##   object 'mm38_norm' not found
## Error in plot_nonzero(expt, title = nonzero_title, ...) : 
##   object 'mm38_norm' not found
## Error in plot_libsize(expt, title = libsize_title, ...) : 
##   object 'mm38_norm' not found
## Error in plot_boxplot(expt, title = boxplot_title, ...) : 
##   object 'mm38_norm' not found
## Error in plot_heatmap(expt_data, expt_colors = expt_colors, expt_design = expt_design,  : 
##   object 'mm38_norm' not found
## Error in plot_sm(expt, method = cormethod, title = smc_title, ...) : 
##   object 'mm38_norm' not found
## Error in plot_heatmap(expt_data, expt_colors = expt_colors, expt_design = expt_design,  : 
##   object 'mm38_norm' not found
## Error in plot_sm(expt, method = distmethod, title = smd_title, ...) : 
##   object 'mm38_norm' not found
## Error in plot_pca(expt, title = pca_title, ...) : 
##   object 'mm38_norm' not found
## Error in plot_pca(..., pc_method = "tsne") : object 'mm38_norm' not found
## Error in plot_density(expt, title = dens_title, ...) : 
##   object 'mm38_norm' not found
## Error in plot_variance_coefficients(expt, title = dens_title, ...) : 
##   object 'mm38_norm' not found
## Error in plot_topn(expt, title = topn_title, ...) : 
##   object 'mm38_norm' not found
## Error in normalize_expt(expt, filter = TRUE): object 'mm38_norm' not found

## Error in eval(expr, envir, enclos): object 'mm38n_plots_hi' not found
## Error in eval(expr, envir, enclos): object 'mm38n_plots_hi' not found

1.5 Do a simple DE

The only interesting DE I see in this is to compare the retinas to the dlgns. I can treat them as replicates and compare.

These differential expression analyses are EXPLICITLY NOT what you care about. However, they are useful for two purposes:

  1. Seeing that the three tissue types are indeed different.
  2. Setting up the table of results with appropriate rows/columns of (rows)genes and (columns) annotations. We will therefore add to these tables the results of the expression analyses that you actually do care about.

When we receive full replicate sets, this cheater method of encapsulating the data will not longer be required.

1.5.1 With salmon

## This function will replace the expt$expressionset slot with:
## log2(cpm(quant(cbcb(data))))
## It will save copies of each step along the way
##  in expt$normalized with the corresponding libsizes. Keep libsizes in mind
##  when invoking limma.  The appropriate libsize is non-log(cpm(normalized)).
##  This is most likely kept at:
##  'new_expt$normalized$intermediate_counts$normalization$libsizes'
##  A copy of this may also be found at:
##  new_expt$best_libsize
## Not correcting the count-data for batch effects.  If batch is
##  included in EdgerR/limma's model, then this is probably wise; but in extreme
##  batch effects this is a good parameter to play with.
## Step 1: performing count filter with option: cbcb
## Removing 2794 low-count genes (3970 remaining).
## Step 2: normalizing the data with quant.
## Step 3: converting the data with cpm.
## Step 4: transforming the data with log2.
## transform_counts: Found 1105 values equal to 0, adding 1 to the matrix.
## Step 5: not doing batch correction.
## Plotting a PCA before surrogates/batch inclusion.
## Not putting labels on the plot.
## Assuming no batch in model for testing pca.
## Not putting labels on the plot.
## Finished running DE analyses, collecting outputs.
## Comparing analyses.

1.6 Set up for initial analysis

Until we get full replicates, I will do simple subtractions.

1.6.1 Term definition

In an attempt to keep some clarity in the terms used, I want to define them now. There are three contexts in which we will consider the data:

  1. The individual sample type. When considering individual samples, I will use three terms in this and only this context: wild-type (wt), het, and mut.

  2. The individual translatome. These are defines as something / baseline. I will exclusively call the wt samples ‘baseline’ when speaking in this context. I will exclusively state ‘normal’ when referring to het / wt samples, and I will state ‘ko’ when referring to mut / wt samples in the translatome context.

  3. Translatome vs. translatome. Whenever comparing translatomes, I will use the names as in #2 and always put the numerator first when writing the name of a comparison.

The most complex example of the above nomenclature is:

“normko_retdlgn is defined as normret_vs_normdlgn - koret_vs_kodlgn”

This states we are examining at the translatome context: (norm(retina translatome) - norm(dlgn translatome)) - (ko(retina translatome) - ko(dlgn translatome))

Which in turn is synonymous to the following at the sample context: ((rethet - retwt) - (dlgnhet - dlgnwt)) - ((retko - retwt) - (dlgnko - dlgnwt))

Now let us associate the various variable names with the appropriate samples:

Give these variable names, now lets associate columns of the expression data with them. These are at the sample context, so the appropriate names are: ‘wt’, ‘het’, and ‘mut’. In each case I will prefix the genotype with the tissue type: ‘ret’, ‘dlgn’, and ‘scn’. Thus ‘retwt’ refers to the sample used to calculate the translatome retina baseline; in contrast ‘dlgnmut’ is the sample which provides the dlgn knockout.

Each of the above 8 variables provides 1 column of information. We have 3 baseline comparisons available to us. In each of these we compare one wt sample to another.

Simultaneously, we have 5 available translatomes. This are provided by comparing each het or mut to the associated wt. These will therefore receive names: ‘norm’ and ‘ko’ instead of ‘het’ and ‘mut’.

Given these translatomes, there are a few contrasts of likely interest. These are performed by comparing the relevant translatomes.

Will will split these into 4 separate categories: het vs het, ko vs ko, ko vs het, and ratio vs ratio.

Finally, note that we are being explicitly redundant in these definitions. I am making variable names for both the a/b ratio and the b/a ratio. Thus we have some redundantly redundant (haha) flexibility when deciding on what we want to plot.

On the other hand, I am assuming we always want the normals as denominators and kos as numerators.

Finally, here is the ratio of ratios example I printed above:

I named it ‘normko_retdlgn’ in an attempt to make clear that it is actually: (normret/normdlgn)/(koret/kodlgn)

or stated differently: “norm divided by ko for ret divided by dlgn.”

1.9 Add the matrix to the differential expression

I will use my function combine_de_tables() to add this information to my existing annotation data along with the results from the statistically valid comparison of the three tissue types.

2 Plots of interesting comparisons

## Warning: Removed 37 rows containing missing values (geom_point).

## Warning: Removed 37 rows containing missing values (geom_point).

3 Some pictures

As I understand it, there is some interest in an ontology search using the ratio of ratios.

## [1] 1877
## [1] 476
## Performing gProfiler GO search of 1877 genes against mmusculus.
## GO search found 271 hits.
## Performing gProfiler KEGG search of 1877 genes against mmusculus.
## KEGG search found 8 hits.
## Performing gProfiler REAC search of 1877 genes against mmusculus.
## REAC search found 11 hits.
## Performing gProfiler MI search of 1877 genes against mmusculus.
## MI search found 0 hits.
## Performing gProfiler TF search of 1877 genes against mmusculus.
## TF search found 376 hits.
## Performing gProfiler CORUM search of 1877 genes against mmusculus.
## CORUM search found 1 hits.
## Performing gProfiler HP search of 1877 genes against mmusculus.
## HP search found 5 hits.
## Writing data to: excel/20200114mm_ror_gpfoiler_up-v20200114.xlsx.
## Error in `levels<-`(`*tmp*`, value = as.character(levels)) : 
##   factor level [29] is duplicated
## Error in `levels<-`(`*tmp*`, value = as.character(levels)) : 
##   factor level [29] is duplicated
## Error in `levels<-`(`*tmp*`, value = as.character(levels)) : 
##   factor level [29] is duplicated
## Error in `levels<-`(`*tmp*`, value = as.character(levels)) : 
##   factor level [29] is duplicated
## Finished writing data.

## Error in `levels<-`(`*tmp*`, value = as.character(levels)): factor level [29] is duplicated

## Performing gProfiler GO search of 476 genes against mmusculus.
## GO search found 82 hits.
## Performing gProfiler KEGG search of 476 genes against mmusculus.
## KEGG search found 7 hits.
## Performing gProfiler REAC search of 476 genes against mmusculus.
## REAC search found 2 hits.
## Performing gProfiler MI search of 476 genes against mmusculus.
## MI search found 0 hits.
## Performing gProfiler TF search of 476 genes against mmusculus.
## TF search found 6 hits.
## Performing gProfiler CORUM search of 476 genes against mmusculus.
## CORUM search found 0 hits.
## Performing gProfiler HP search of 476 genes against mmusculus.
## HP search found 0 hits.
## Writing data to: excel/20200114mm_ror_gpfoiler_down-v20200114.xlsx.
## Finished writing data.

---
title: "M. musculus 3 cell types, 1 timepoint, 3 genotypes, and 1 replicate."
author: "atb abelew@gmail.com"
date: "`r Sys.Date()`"
output:
  html_document:
    code_download: true
    code_folding: show
    fig_caption: true
    fig_height: 7
    fig_width: 7
    highlight: tango
    keep_md: false
    mode: selfcontained
    number_sections: true
    self_contained: true
    theme: readable
    toc: true
    toc_float:
      collapsed: false
      smooth_scroll: false
  rmdformats::readthedown:
    code_download: true
    code_folding: show
    df_print: paged
    fig_caption: true
    fig_height: 7
    fig_width: 7
    highlight: tango
    width: 300
    keep_md: false
    mode: selfcontained
    toc_float: true
  BiocStyle::html_document:
    code_download: true
    code_folding: show
    fig_caption: true
    fig_height: 7
    fig_width: 7
    highlight: tango
    keep_md: false
    mode: selfcontained
    toc_float: true
---

<style type="text/css">
body, td {
  font-size: 16px;
}
code.r{
  font-size: 16px;
}
pre {
 font-size: 16px
}
</style>

```{r options, include=FALSE}
library("hpgltools")
tt <- devtools::load_all("/data/hpgltools")
knitr::opts_knit$set(width=120,
                     progress=TRUE,
                     verbose=TRUE,
                     echo=TRUE)
knitr::opts_chunk$set(error=TRUE,
                      dpi=96)
old_options <- options(digits=4,
                       stringsAsFactors=FALSE,
                       knitr.duplicate.label="allow")
ggplot2::theme_set(ggplot2::theme_bw(base_size=10))
rundate <- format(Sys.Date(), format="%Y%m%d")
previous_file <- "undefined.Rmd"
ver <- "20200114"

##tmp <- sm(loadme(filename=paste0(gsub(pattern="\\.Rmd", replace="", x=previous_file), "-v", ver, ".rda.xz")))
rmd_file <- "index.Rmd"
```

# M. musculus

This will be a very minimal analysis until we get some replicates.

## Annotations

I am using mm38_95.

```{r annotations}
## My load_biomart_annotations() function defaults to human, so that will be quick.
mm_annot <- load_biomart_annotations(species="mmusculus")
mm_annot <- mm_annot[["annotation"]]
mm_annot[["txid"]] <- paste0(mm_annot[["ensembl_transcript_id"]], ".", mm_annot[["version"]])
rownames(mm_annot) <- make.names(mm_annot[["ensembl_gene_id"]], unique=TRUE)

tx_gene_map <- mm_annot[, c("txid", "ensembl_gene_id")]
```

So, I now have 2 data frames of parasite annotations and 1 human.

## Metadata

I am going to write a quick sample sheet in the current working directory called
'all_samples.xlsx' and put the names of the count tables in it.

## Create expressionsets

Here I combine the metadata, count data, and annotations.

It is worth noting that the gene IDs from htseq-count probably do not match the
annotations retrieved because they are likely exon-based rather than gene
based.  This is not really a problem, but don't forget it!

```{r expt}
mm38_salmon <- sm(create_expt("sample_sheets/all_samples.xlsx", tx_gene_map=tx_gene_map,
                              gene_info=mm_annot, file_column="salmonfile"))

mmtx_annot <- mm_annot
rownames(mmtx_annot) <- mm_annot[["txid"]]
mm38_saltx <- sm(create_expt("sample_sheets/all_samples.xlsx",
                             gene_info=mmtx_annot, file_column="salmonfile"))

hisat_annot <- mm_annot
rownames(hisat_annot) <- paste0("gene.", rownames(hisat_annot))
mm38_hisat <- create_expt("sample_sheets/all_samples.xlsx",
                          gene_info=hisat_annot)
```

## Query expressionsets

In this block I will calculate all the diagnostic plots, but not show them.  I
will show them next with a little annotation.

I will leave the output for the first of each invocation and silence it for the second.

### Initial salmon plots

```{r query_salmon, fig.show="hide"}
mm38_plots_sa <- sm(graph_metrics(mm38_salmon))

mm38_norm_sa <- normalize_expt(mm38_salmon, norm="quant", convert="cpm",
                            transform="log2", filter=TRUE)

mm38n_plots_sa <- sm(graph_metrics(mm38_norm_sa))
```

```{r show_plots_salmon}
mm38_plots_sa$legend
mm38_plots_sa$libsize
mm38_plots_sa$nonzero
mm38n_plots_sa$density
mm38n_plots_sa$pc_plot
```

### Initial hisat2 plots

```{r query_hisat, fig.show="hide"}
mm38_plots_hi <- sm(graph_metrics(mm38_hisat))

mm38_norm_hi <- normalize_expt(mm38_hisat, norm="quant", convert="cpm",
                               transform="log2", filter=TRUE)

mm38n_plots_hi <- sm(graph_metrics(mm38_norm))
```

```{r show_plots_hisat}
mm38_plots_hi$libsize
mm38_plots_hi$nonzero
mm38n_plots_hi$density
mm38n_plots_hi$pc_plot
```

## Do a simple DE

The only interesting DE I see in this is to compare the retinas to the dlgns.
I can treat them as replicates and compare.

These differential expression analyses are _EXPLICITLY_ _NOT_ what you care
about.  However, they are useful for two purposes:

1.  Seeing that the three tissue types are indeed different.
2.  Setting up the table of results with appropriate rows/columns of (rows)genes
    and (columns) annotations.  We will therefore add to these tables the
    results of the expression analyses that you actually do care about.

When we receive full replicate sets, this cheater method of encapsulating the
data will not longer be required.

### With salmon

```{r de_sa, fig.show="hide"}
mm_sa <- set_expt_conditions(mm38_salmon, fact="celltype")
mm_norm_sa <- sm(normalize_expt(mm_sa, convert="rpkm", transform="log2", column="cds_length"))
plot_pca(mm_norm_sa)$plot

mm_de_sa <- all_pairwise(mm_sa, model_batch=FALSE)
```

### With hisat2

```{r de_hi, fig.show="hide"}
mm_hi <- set_expt_conditions(mm38_hisat, fact="celltype")
mm_norm_hi <- sm(normalize_expt(mm_hi, convert="rpkm", transform="log2", column="cds_length"))
plot_pca(mm_norm_hi)$plot

mm_de_hi <- sm(all_pairwise(mm_hi, model_batch=FALSE))
```

## Set up for initial analysis

Until we get full replicates, I will do simple subtractions.

### Term definition

In an attempt to keep some clarity in the terms used, I want to define them
now.  There are three contexts in which we will consider the data:

1.  The individual sample type.  When considering individual samples, I will use
    three terms in this and only this context: wild-type (wt), het, and mut.

2.  The individual translatome.  These are defines as something / baseline.  I
    will exclusively call the wt samples 'baseline' when speaking in this
    context.  I will exclusively state 'normal' when referring to het / wt
    samples, and I will state 'ko' when referring to mut / wt samples in the
    translatome context.

3.  Translatome vs. translatome.  Whenever comparing translatomes, I will use
    the names as in #2 and always put the numerator first when writing the name
    of a comparison.

The most complex example of the above nomenclature is:

"normko_retdlgn is defined as normret_vs_normdlgn - koret_vs_kodlgn"

This states we are examining at the translatome context:
   (norm(retina translatome) - norm(dlgn translatome)) -
   (ko(retina translatome) - ko(dlgn translatome))

Which in turn is synonymous to the following at the sample context:
  ((rethet - retwt)  -  (dlgnhet - dlgnwt))  -
  ((retko - retwt)  -  (dlgnko - dlgnwt))

Now let us associate the various variable names with the appropriate samples:

```{r sample_names}
dlgnwt <- "iprgc_01"
retwt <- "iprgc_02"
scnwt <- "iprgc_03"

dlgnhet <- "iprgc_04"
rethet <- "iprgc_05"
scnhet <- NULL  ## Does not yet exist.

dlgnmut <- "iprgc_06"
retmut <- "iprgc_07"
scnmut <- "iprgc_08"
```

Give these variable names, now lets associate columns of the expression data
with them.  These are at the sample context, so the appropriate names are:
'wt', 'het', and 'mut'.  In each case I will prefix the genotype with the tissue
type: 'ret', 'dlgn', and 'scn'.  Thus 'retwt' refers to the sample used
to calculate the translatome retina baseline; in contrast 'dlgnmut' is the
sample which provides the dlgn knockout.

```{r sample_columns}
## Sample context
mm38_norm <- mm_norm_sa
dlgnwt <- exprs(mm38_norm)[, dlgnwt]
retwt <- exprs(mm38_norm)[, retwt]
scnwt <- exprs(mm38_norm)[, scnwt]
dlgnhet <- exprs(mm38_norm)[, dlgnhet]
rethet <- exprs(mm38_norm)[, rethet]
dlgnmut <- exprs(mm38_norm)[, dlgnmut]
retmut <- exprs(mm38_norm)[, retmut]
scnmut <- exprs(mm38_norm)[, scnmut]
```

Each of the above 8 variables provides 1 column of information. We have 3
baseline comparisons available to us.  In each of these we compare one wt
sample to another.

```{r baseline_comparisons}
## Baseline comparisons
wt_dlgnret <- dlgnwt - retwt
wt_scnret <- scnwt - retwt
wt_dlgnscn <- dlgnwt - scnwt
```

Simultaneously, we have 5 available translatomes.  This are provided by
comparing each het or mut to the associated wt.  These will therefore receive
names: 'norm' and 'ko' instead of 'het' and 'mut'.

```{r translatomes}
## Translatome context
normret <- rethet - retwt
koret <- retmut - retwt
koscn <- scnmut - scnwt
normdlgn <- dlgnhet - dlgnwt
kodlgn <- dlgnmut - dlgnwt
```

Given these translatomes, there are a few contrasts of likely interest.  These
are performed by comparing the relevant translatomes.

Will will split these into 4 separate categories:
het vs het, ko vs ko, ko vs het, and ratio vs ratio.

Finally, note that we are being explicitly redundant in these definitions.  I am
making variable names for both the a/b ratio and the b/a ratio.  Thus we have
some redundantly redundant (haha) flexibility when deciding on what we want to plot.

```{r norm_vs_norm}
## norm vs norm
normdlgn_vs_normret <- normdlgn - normret
normret_vs_normdlgn <- normret - normdlgn
```

```{r ko_vs_ko}
## ko vs ko
koret_vs_kodlgn <- koret - kodlgn
kodlgn_vs_koret <- kodlgn - koret

koret_vs_koscn <- koret - koscn
koscn_vs_koret <- koscn - koret

kodlgn_vs_koscn <- kodlgn - koscn
koscn_vs_kodlgn <- koscn - kodlgn
```

On the other hand, I am assuming we always want the normals as denominators and
kos as numerators.

```{r ko_vs_norm}
## ko vs norm
koret_vs_normret <- koret - normret

kodlgn_vs_normdlgn <- kodlgn - normdlgn
```

Finally, here is the ratio of ratios example I printed above:

I named it 'normko_retdlgn' in an attempt to make clear that it is actually:
 (normret/normdlgn)/(koret/kodlgn)

or stated differently: "norm divided by ko for ret divided by dlgn."

```{r ror}
## ratio of ratios
normko_retdlgn <- normret_vs_normdlgn - koret_vs_kodlgn
```

## Define a matrix of these values.

My matrix of data will now contain 1 column for each of the above 27
samples/comparisons.

```{r matrix_of_values}
pair_mtrx <- cbind(
  ## Individual samples
  dlgnwt, retwt, scnwt, dlgnhet, rethet, dlgnmut, retmut, scnmut,
  ## Baseline comparisons
  wt_dlgnret, wt_scnret, wt_dlgnscn,
  ## Baseline subtractions
  normdlgn, normret, kodlgn, koret, koscn,
  ## het_vs_het, of which there is only 1 because we do not have hetscn
  normdlgn_vs_normret, normret_vs_normdlgn,
  ## ko_vs_ko, of which we have 3
  koret_vs_kodlgn, kodlgn_vs_koret,
  koret_vs_koscn, koscn_vs_koret,
  kodlgn_vs_koscn, koscn_vs_kodlgn,
  ## ko_vs_het, 3 including one getting around missing hetscn
  koret_vs_normret, kodlgn_vs_normdlgn,
  ## ratio of ratios
  normko_retdlgn)
```

## Cutoffs

I am not sure if we will use these indexes, but I am writing these out as
subsets of genes to look at.  These indexes are stating that, given a cutoff
(0), we want to look at only the genes which have higher x / baseline values
than the cutoff.


```{r cutoffs}
## Queries about gene subsets.
## These are all in the context of translatomes.
cutoff <- 0
ret_kept_idx <- normret > cutoff & koret > cutoff
scn_kept_idx <- koscn > cutoff
dlgn_kept_idx <- normdlgn > cutoff & kodlgn > cutoff
ret_dlgn_kept_idx <- ret_kept_idx & dlgn_kept_idx
ret_scn_kept_idx <- ret_kept_idx & scn_kept_idx
dlgn_scn_kept_idx <- dlgn_kept_idx & scn_kept_idx

##normdlgn_vs_normret[!ret_dlgn_kept_idx] <- NA
##normret_vs_normdlgn[!ret_dlgn_kept_idx] <- NA
##koret_vs_kodlgn[!ret_dlgn_kept_idx] <- NA
##kodlgn_vs_koret[!ret_dlgn_kept_idx] <- NA
##koret_vs_koscn[!ret_scn_kept_idx] <- NA
##koscn_vs_koret[!ret_scn_kept_idx] <- NA
##kodlgn_vs_koscn[!dlgn_scn_kept_idx] <- NA
##koscn_vs_kodlgn[!dlgn_scn_kept_idx] <- NA
##koret_vs_normret[!ret_kept_idx] <- NA
##kodlgn_vs_normdlgn[!dlgn_kept_idx] <- NA
##normko_retdlgn <- normko_retdlgn[!ret_dlgn_kept_idx] <- NA
```

## Add the matrix to the differential expression

I will use my function combine_de_tables() to add this information to my
existing annotation data along with the results from the statistically valid
comparison of the three tissue types.

```{r add_matrix_de}
mm_tables <- sm(combine_de_tables(
  mm_de_sa, extra_annot=pair_mtrx,
  excel=glue::glue("excel/{rundate}mm_salmon_tables-v{ver}.xlsx")))
```

# Plots of interesting comparisons

```{r some_plots}
## Put retina baseline on y axis as black, retina het on x axis as black.
## Then recolor a subset of these as red, the reds are when normret > 0
library(ggplot2)
plotted <- as.data.frame(pair_mtrx[, c("rethet", "retwt")])
red_idx <- normret > 0
plotted[, "color"] <- ifelse(red_idx, "black", "red")
ret_hetwt <- ggplot2::ggplot(plotted, aes_string(x="rethet",
                                                 y="retwt",
                                                 color="color")) +
  geom_point(alpha=0.5) +
  scale_color_manual(values=c("black", "red"))
ret_hetwt

plotted <- pair_mtrx[, c("retmut", "retwt")]
ret_mutwt <- plot_scatter(plotted)
ret_mutwt

plotted <- pair_mtrx[, c("dlgnhet", "dlgnwt")]
dlgn_hetwt <- plot_scatter(plotted)
dlgn_hetwt
plotted <- pair_mtrx[, c("dlgnmut", "dlgnwt")]
dlgn_mutwt <- plot_scatter(plotted)
dlgn_mutwt

plotted <- pair_mtrx[, c("scnmut", "scnwt")]
scn_mutwt <- plot_scatter(plotted)
scn_mutwt

## Axon translatome specific
##  x-axis: normdlgn_vs_normret or normret_vs_normdlgn,
##              ^^^^
##  y-axis: dlgnwt-retwt (baseline dlgn - baseline retina)
plotted <- as.data.frame(pair_mtrx[, c("normdlgn_vs_normret", "wt_dlgnret")])
red_idx <- normret > 0
plotted[, "color"] <- ifelse(red_idx, "black", "red")
axon_trans_ret_target <- ggplot2::ggplot(plotted, aes_string(x="normdlgn_vs_normret",
                                                             y="wt_dlgnret",
                                                             color="color")) +
  geom_point(alpha=0.5) +
  scale_color_manual(values=c("black", "red"))
axon_trans_ret_target

## DLGN translatome wrt. Retina translatome
plotted <- pair_mtrx[, c("normret", "normdlgn")]
normret_normdlgn <- plot_scatter(plotted)
normret_normdlgn

plotted <- pair_mtrx[, c("koret", "kodlgn")]
koret_kodlgn <- plot_scatter(plotted)
koret_kodlgn

plotted <- pair_mtrx[, c("koret", "koscn")]
koret_koscn_plot <- plot_scatter(plotted)
koret_koscn_plot

plotted <- pair_mtrx[, c("normdlgn", "kodlgn")]
normdlgn_kodlgn_plot <- plot_scatter(plotted)
normdlgn_kodlgn_plot

plotted <- pair_mtrx[, c("normret", "koret")]
normret_koret_plot <- plot_scatter(plotted)
normret_koret_plot

plotted <- pair_mtrx[, c("normret_vs_normdlgn", "koret_vs_kodlgn")]
normal_ko_axon_translatome <- plot_scatter(plotted)
normal_ko_axon_translatome
```

# Some pictures

As I understand it, there is some interest in an ontology search using the ratio of ratios.

```{r other_contrasts}
ror <- normko_retdlgn
up_idx <- ror >= 1
down_idx <- ror <= -1
ror_up <- ror[up_idx]
length(ror_up)
ror_down <- ror[down_idx]
length(ror_down)

ror_gprofiler_up <- simple_gprofiler(sig_genes=ror_up, species="mmusculus",
                                     excel=glue::glue("excel/{rundate}mm_ror_gpfoiler_up-v{ver}.xlsx"))
ror_gprofiler_up$pvalue_plots$mfp_plot_over
ror_gprofiler_up$pvalue_plots$bpp_plot_over
ror_gprofiler_up$pvalue_plots$ccp_plot_over
ror_gprofiler_up$pvalue_plots$tf_plot_over
ror_gprofiler_up$pvalue_plots$hp_plot_over

ror_gprofiler_down <- simple_gprofiler(sig_genes=ror_down, species="mmusculus",
                                       excel=glue::glue("excel/{rundate}mm_ror_gpfoiler_down-v{ver}.xlsx"))
ror_gprofiler_down$pvalue_plots$mfp_plot_over
ror_gprofiler_down$pvalue_plots$bpp_plot_over
ror_gprofiler_down$pvalue_plots$reactome_plot_over
ror_gprofiler_down$pvalue_plots$ccp_plot_over
ror_gprofiler_down$pvalue_plots$tf_plot_over
```

```{r saveme, eval=FALSE}
pander::pander(sessionInfo())
message(paste0("This is hpgltools commit: ", get_git_commit()))
this_save <- paste0(gsub(pattern="\\.Rmd", replace="", x=rmd_file), "-v", ver, ".rda.xz")
message(paste0("Saving to ", this_save))
tmp <- sm(saveme(filename=this_save))
```

```{r loadme, eval=FALSE}
loadme(filename=this_save)
```
