index.html annotation.html

This document turns to the infection of PBMC cells with L.panamensis. This data is particularly strangely affected by the different strains used to infect the cells, and as a result is both useful and troubling.

1 Look during infection

“Changes during infection hpgl0630-0636 and hpgl0650-hpgl0663”

Start out by creating the expt and poking at it to see how well/badly behaved the data is.

## Reread the sample sheet because I am fiddling with other possible surrogates (like strain)
## In fact, copy it to a separate sheet because these samples are a mess
infect_para <- expt_subset(parasite_expt, subset="experimentname=='infection'")
chosen_colors <- c("#990000", "#000099")
names(chosen_colors) <- c("pbmc_ch","pbmc_sh")
infect_para <- set_expt_colors(infect_para, colors=chosen_colors)

1.1 Generate plots describing the data

The following creates all the metric plots of the raw data.

infect_para_metrics <- sm(graph_metrics(infect_para))

Now visualize some relevant metrics.

## Repeat for the parasite
infect_para_metrics$libsize

## Wow, the range of coverage is shockingly large
infect_para_metrics$density

## But this looks much better I think
infect_para_metrics$boxplot

infect_para_written <- sm(write_expt(infect_para,
                          excel=paste0("excel/infection_parasite_data-v", ver, ".xlsx"),
                          violin=TRUE))

1.1.1 Default normalization

Now perform the ‘default’ normalization we use in the lab and look again.

infectpara_norm <- sm(normalize_expt(infect_para, convert="cpm", filter=TRUE, norm="quant"))
infectpara_norm_metrics <- sm(graph_metrics(infectpara_norm))

1.2 PCA: Parasite edition

In this section, try out some normalizations/batch corrections and see the effect in PCA plots.

Start out by taking the parasite data and doing the default normalization and see what there is to see.

l2qcpm_para <- sm(normalize_expt(infect_para, transform="log2", convert="cpm",
                                 norm="quant", filter=TRUE))
l2qcpm_para_pca <- sm(plot_pca(l2qcpm_para))
l2qcpm_para_pca$plot

## Though the colors don't show it well, the samples are actually split beautifully by strain, but
## clearly not by chronic/healing
knitr::kable(l2qcpm_para_pca$table)
sampleid condition batch batch_int PC1 PC2 colors labels
hpgl0631 HPGL0631 pbmc_ch d108 2 -0.4988 -0.1901 #990000 HPGL0631
hpgl0632 HPGL0632 pbmc_ch d108 2 0.1617 -0.1427 #990000 HPGL0632
hpgl0633 HPGL0633 pbmc_ch d108 2 -0.0137 0.2963 #990000 HPGL0633
hpgl0634 HPGL0634 pbmc_sh d108 2 0.1339 -0.2135 #000099 HPGL0634
hpgl0635 HPGL0635 pbmc_sh d108 2 -0.0474 0.3478 #000099 HPGL0635
hpgl0636 HPGL0636 pbmc_sh d108 2 0.1801 -0.1622 #000099 HPGL0636
hpgl0651 HPGL0651 pbmc_ch d110 3 -0.4560 -0.1643 #990000 HPGL0651
hpgl0652 HPGL0652 pbmc_ch d110 3 0.2050 -0.0989 #990000 HPGL0652
hpgl0653 HPGL0653 pbmc_ch d110 3 0.0627 0.3543 #990000 HPGL0653
hpgl0654 HPGL0654 pbmc_sh d110 3 0.1987 -0.1988 #000099 HPGL0654
hpgl0655 HPGL0655 pbmc_sh d110 3 -0.0084 0.3517 #000099 HPGL0655
hpgl0656 HPGL0656 pbmc_sh d110 3 0.2129 -0.1374 #000099 HPGL0656
hpgl0658 HPGL0658 pbmc_ch d107 1 -0.5060 -0.1996 #990000 HPGL0658
hpgl0659 HPGL0659 pbmc_ch d107 1 0.1391 -0.1387 #990000 HPGL0659
hpgl0660 HPGL0660 pbmc_ch d107 1 -0.0029 0.3053 #990000 HPGL0660
hpgl0661 HPGL0661 pbmc_sh d107 1 0.1403 -0.1908 #000099 HPGL0661
hpgl0662 HPGL0662 pbmc_sh d107 1 -0.0800 0.3288 #000099 HPGL0662
hpgl0663 HPGL0663 pbmc_sh d107 1 0.1788 -0.1472 #000099 HPGL0663

Now repeat the same thing, but let sva minimize surrogate variables.

l2qcpm_normbatch <- sm(normalize_expt(infect_para, transform="log2", convert="cpm", norm="quant", filter=TRUE, batch="sva"))
l2qcpm_normbatch_pca <- plot_pca(l2qcpm_normbatch)

Now plot the result and see if things make more sense.

l2qcpm_normbatch_pca$plot
Adding SVA to the normalization does not help much.

Adding SVA to the normalization does not help much.

## That does nothing significant to clarify things.
knitr::kable(l2qcpm_normbatch_pca$table)
sampleid condition batch batch_int PC1 PC2 colors labels
hpgl0631 HPGL0631 pbmc_ch d108 2 -0.3179 -0.0846 #990000 HPGL0631
hpgl0632 HPGL0632 pbmc_ch d108 2 0.5265 0.0599 #990000 HPGL0632
hpgl0633 HPGL0633 pbmc_ch d108 2 -0.1376 0.0246 #990000 HPGL0633
hpgl0634 HPGL0634 pbmc_sh d108 2 -0.1523 0.3362 #000099 HPGL0634
hpgl0635 HPGL0635 pbmc_sh d108 2 -0.1448 -0.0992 #000099 HPGL0635
hpgl0636 HPGL0636 pbmc_sh d108 2 -0.1758 -0.1116 #000099 HPGL0636
hpgl0651 HPGL0651 pbmc_ch d110 3 0.0806 0.0665 #990000 HPGL0651
hpgl0652 HPGL0652 pbmc_ch d110 3 -0.2465 0.0111 #990000 HPGL0652
hpgl0653 HPGL0653 pbmc_ch d110 3 -0.1124 0.0524 #990000 HPGL0653
hpgl0654 HPGL0654 pbmc_sh d110 3 -0.2810 0.0921 #000099 HPGL0654
hpgl0655 HPGL0655 pbmc_sh d110 3 0.2511 0.0681 #000099 HPGL0655
hpgl0656 HPGL0656 pbmc_sh d110 3 0.0701 -0.4988 #000099 HPGL0656
hpgl0658 HPGL0658 pbmc_ch d107 1 0.0630 0.0351 #990000 HPGL0658
hpgl0659 HPGL0659 pbmc_ch d107 1 -0.1255 0.2471 #990000 HPGL0659
hpgl0660 HPGL0660 pbmc_ch d107 1 -0.1392 0.0171 #990000 HPGL0660
hpgl0661 HPGL0661 pbmc_sh d107 1 0.4089 0.3793 #000099 HPGL0661
hpgl0662 HPGL0662 pbmc_sh d107 1 0.2387 0.0189 #000099 HPGL0662
hpgl0663 HPGL0663 pbmc_sh d107 1 0.1941 -0.6142 #000099 HPGL0663

No, not really, so lets change things by putting the ‘snp status’ as the “batch” factor and minimize it with sva/combat.

infect_parav2 <- set_expt_condition(infect_para, fact="state")
infect_parav2 <- set_expt_batch(infect_parav2, fact="snpclade")
l2qcpm_snpbatch_straincond_sva <- sm(normalize_expt(infect_parav2, transform="log2", convert="cpm",
                                                    norm="quant", filter=TRUE,
                                                    batch="sva"))
l2qcpm_snpbatch_straincond_pca <- plot_pca(l2qcpm_snpbatch_straincond_sva)
l2qcpm_snpbatch_straincond_pca$plot
SNP status does not clarify things.

SNP status does not clarify things.

## Pulling strain 5430 away from the others makes a semi-split
knitr::kable(l2qcpm_snpbatch_straincond_pca$table)
sampleid condition batch batch_int PC1 PC2 colors labels
hpgl0631 HPGL0631 chronic red 4 -0.3179 -0.0846 #1B9E77 HPGL0631
hpgl0632 HPGL0632 chronic yellow 6 0.5265 0.0599 #1B9E77 HPGL0632
hpgl0633 HPGL0633 chronic blue_chronic 1 -0.1376 0.0246 #1B9E77 HPGL0633
hpgl0634 HPGL0634 self_heal white 5 -0.1523 0.3362 #7570B3 HPGL0634
hpgl0635 HPGL0635 self_heal blue_self 2 -0.1448 -0.0992 #7570B3 HPGL0635
hpgl0636 HPGL0636 self_heal pink 3 -0.1758 -0.1116 #7570B3 HPGL0636
hpgl0651 HPGL0651 chronic red 4 0.0806 0.0665 #1B9E77 HPGL0651
hpgl0652 HPGL0652 chronic yellow 6 -0.2465 0.0111 #1B9E77 HPGL0652
hpgl0653 HPGL0653 chronic blue_chronic 1 -0.1124 0.0524 #1B9E77 HPGL0653
hpgl0654 HPGL0654 self_heal white 5 -0.2810 0.0921 #7570B3 HPGL0654
hpgl0655 HPGL0655 self_heal blue_self 2 0.2511 0.0681 #7570B3 HPGL0655
hpgl0656 HPGL0656 self_heal pink 3 0.0701 -0.4988 #7570B3 HPGL0656
hpgl0658 HPGL0658 chronic red 4 0.0630 0.0351 #1B9E77 HPGL0658
hpgl0659 HPGL0659 chronic yellow 6 -0.1255 0.2471 #1B9E77 HPGL0659
hpgl0660 HPGL0660 chronic blue_chronic 1 -0.1392 0.0171 #1B9E77 HPGL0660
hpgl0661 HPGL0661 self_heal white 5 0.4089 0.3793 #7570B3 HPGL0661
hpgl0662 HPGL0662 self_heal blue_self 2 0.2387 0.0189 #7570B3 HPGL0662
hpgl0663 HPGL0663 self_heal pink 3 0.1941 -0.6142 #7570B3 HPGL0663
l2qcpm_snpbatch_straincond_pca <- plot_pca(l2qcpm_snpbatch_straincond_combat)
l2qcpm_snpbatch_straincond_pca$plot
SNP status does not clarify things.

SNP status does not clarify things.

## Doing the same thing with combat has little or no effect.
knitr::kable(l2qcpm_snpbatch_straincond_pca$table)
sampleid condition batch batch_int PC1 PC2 colors labels
hpgl0631 HPGL0631 chronic red 4 -0.4988 -0.1901 #1B9E77 HPGL0631
hpgl0632 HPGL0632 chronic yellow 6 0.1617 -0.1427 #1B9E77 HPGL0632
hpgl0633 HPGL0633 chronic blue_chronic 1 -0.0137 0.2963 #1B9E77 HPGL0633
hpgl0634 HPGL0634 self_heal white 5 0.1339 -0.2135 #7570B3 HPGL0634
hpgl0635 HPGL0635 self_heal blue_self 2 -0.0474 0.3478 #7570B3 HPGL0635
hpgl0636 HPGL0636 self_heal pink 3 0.1801 -0.1622 #7570B3 HPGL0636
hpgl0651 HPGL0651 chronic red 4 -0.4560 -0.1643 #1B9E77 HPGL0651
hpgl0652 HPGL0652 chronic yellow 6 0.2050 -0.0989 #1B9E77 HPGL0652
hpgl0653 HPGL0653 chronic blue_chronic 1 0.0627 0.3543 #1B9E77 HPGL0653
hpgl0654 HPGL0654 self_heal white 5 0.1987 -0.1988 #7570B3 HPGL0654
hpgl0655 HPGL0655 self_heal blue_self 2 -0.0084 0.3517 #7570B3 HPGL0655
hpgl0656 HPGL0656 self_heal pink 3 0.2129 -0.1374 #7570B3 HPGL0656
hpgl0658 HPGL0658 chronic red 4 -0.5060 -0.1996 #1B9E77 HPGL0658
hpgl0659 HPGL0659 chronic yellow 6 0.1391 -0.1387 #1B9E77 HPGL0659
hpgl0660 HPGL0660 chronic blue_chronic 1 -0.0029 0.3053 #1B9E77 HPGL0660
hpgl0661 HPGL0661 self_heal white 5 0.1403 -0.1908 #7570B3 HPGL0661
hpgl0662 HPGL0662 self_heal blue_self 2 -0.0800 0.3288 #7570B3 HPGL0662
hpgl0663 HPGL0663 self_heal pink 3 0.1788 -0.1472 #7570B3 HPGL0663

Ok, so let us remove the healing state with combat and see if that allows us to see a split on some other factor.

infect_parastrain <- set_expt_condition(infect_para, fact="pathogenstrain")
infect_parastrain <- set_expt_batch(infect_parastrain, fact="state")
l2qcpm_parastrain <- sm(normalize_expt(infect_parastrain, transform="log2", convert="cpm", norm="quant", filter=TRUE, batch="combat_scale"))
l2qcpm_parastrain_pca <- plot_pca(l2qcpm_parastrain)
l2qcpm_parastrain_pca$plot
hmm ok, I think I quit for today.

hmm ok, I think I quit for today.

## wtf!?!?  how did this happen?
knitr::kable(l2qcpm_parastrain_pca$table)
sampleid condition batch batch_int PC1 PC2 colors labels
hpgl0631 HPGL0631 s5430 chronic 1 -0.4266 0.2780 #1B9E77 HPGL0631
hpgl0632 HPGL0632 s5397 chronic 1 -0.1580 -0.3384 #D95F02 HPGL0632
hpgl0633 HPGL0633 s2504 chronic 1 -0.0378 -0.0036 #7570B3 HPGL0633
hpgl0634 HPGL0634 s2272 self_heal 2 0.1090 -0.0865 #E7298A HPGL0634
hpgl0635 HPGL0635 s1022 self_heal 2 0.2916 0.3432 #66A61E HPGL0635
hpgl0636 HPGL0636 s2189 self_heal 2 0.1751 -0.1096 #E6AB02 HPGL0636
hpgl0651 HPGL0651 s5430 chronic 1 -0.4043 0.2412 #1B9E77 HPGL0651
hpgl0652 HPGL0652 s5397 chronic 1 -0.1295 -0.3764 #D95F02 HPGL0652
hpgl0653 HPGL0653 s2504 chronic 1 0.0055 -0.0715 #7570B3 HPGL0653
hpgl0654 HPGL0654 s2272 self_heal 2 0.1340 -0.1603 #E7298A HPGL0654
hpgl0655 HPGL0655 s1022 self_heal 2 0.3060 0.2918 #66A61E HPGL0655
hpgl0656 HPGL0656 s2189 self_heal 2 0.1928 -0.1450 #E6AB02 HPGL0656
hpgl0658 HPGL0658 s5430 chronic 1 -0.4317 0.2803 #1B9E77 HPGL0658
hpgl0659 HPGL0659 s5397 chronic 1 -0.1645 -0.3141 #D95F02 HPGL0659
hpgl0660 HPGL0660 s2504 chronic 1 -0.0336 -0.0085 #7570B3 HPGL0660
hpgl0661 HPGL0661 s2272 self_heal 2 0.1228 -0.0884 #E7298A HPGL0661
hpgl0662 HPGL0662 s1022 self_heal 2 0.2723 0.3717 #66A61E HPGL0662
hpgl0663 HPGL0663 s2189 self_heal 2 0.1770 -0.1041 #E6AB02 HPGL0663

index.html

---
title: "RNAseq of L.panamensis: Infection Sample Estimation, parasite transcriptome."
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: cosmo
  toc: true
  toc_float:
    collapsed: false
    smooth_scroll: false
---

<style>
  <!-- Document prelude revision 2016-10 -->
  body .main-container {
    max-width: 1600px;
}
</style>

```{r options, include=FALSE}
## These are the options I tend to favor
library("hpgltools")
tt <- sm(devtools::load_all("~/hpgltools"))
knitr::opts_knit$set(
    progress = TRUE,
    verbose = TRUE,
    width = 90,
    echo = TRUE)
knitr::opts_chunk$set(
    error = TRUE,
    fig.width = 8,
    fig.height = 8,
    dpi = 96)
options(
    digits = 4,
    stringsAsFactors = FALSE,
    knitr.duplicate.label = "allow")
ggplot2::theme_set(ggplot2::theme_bw(base_size=10))
set.seed(1)
rmd_file <- "infection_estimation_parasite.Rmd"
ver <- "20170202"
```

[index.html](index.html) [annotation.html](annotation.html)

```{r rendering, include=FALSE, eval=FALSE}
## This block is used to render a document from within it.
rmarkdown::render(rmd_file)

## An extra renderer for pdf output
rmarkdown::render(rmd_file, output_format="pdf_document", output_options=c("skip_html"))
## Or to save/load large Rdata files.
hpgltools:::saveme()
hpgltools:::loadme()
rm(list=ls())
```


This document turns to the infection of PBMC cells with L.panamensis.  This data is particularly strangely
affected by the different strains used to infect the cells, and as a result is both useful and troubling.

```{r loadme, include=FALSE}
tmp <- sm(loadme(filename="annotation.rda.xz"))
```

# Look during infection

"Changes during infection hpgl0630-0636 and hpgl0650-hpgl0663"

Start out by creating the expt and poking at it to see how well/badly behaved the data is.

```{r infection_expt}
## Reread the sample sheet because I am fiddling with other possible surrogates (like strain)
## In fact, copy it to a separate sheet because these samples are a mess
infect_para <- expt_subset(parasite_expt, subset="experimentname=='infection'")
chosen_colors <- c("#990000", "#000099")
names(chosen_colors) <- c("pbmc_ch","pbmc_sh")
infect_para <- set_expt_colors(infect_para, colors=chosen_colors)
```

## Generate plots describing the data

The following creates all the metric plots of the raw data.

```{r macrophage_plots, fig.show="hide"}
infect_para_metrics <- sm(graph_metrics(infect_para))
```

Now visualize some relevant metrics.

```{r macrophage_raw_metrics}
## Repeat for the parasite
infect_para_metrics$libsize
## Wow, the range of coverage is shockingly large
infect_para_metrics$density
## But this looks much better I think
infect_para_metrics$boxplot

infect_para_written <- sm(write_expt(infect_para,
                          excel=paste0("excel/infection_parasite_data-v", ver, ".xlsx"),
                          violin=TRUE))
```

### Default normalization

Now perform the 'default' normalization we use in the lab and look again.

```{r normalize_infect, fig.show="hide"}
infectpara_norm <- sm(normalize_expt(infect_para, convert="cpm", filter=TRUE, norm="quant"))
infectpara_norm_metrics <- sm(graph_metrics(infectpara_norm))
```

## PCA: Parasite edition

In this section, try out some normalizations/batch corrections and see the effect in PCA plots.

Start out by taking the parasite data and doing the default normalization and see what there is to see.

```{r pca_parasite}
l2qcpm_para <- sm(normalize_expt(infect_para, transform="log2", convert="cpm",
                                 norm="quant", filter=TRUE))
l2qcpm_para_pca <- sm(plot_pca(l2qcpm_para))
l2qcpm_para_pca$plot
## Though the colors don't show it well, the samples are actually split beautifully by strain, but
## clearly not by chronic/healing
knitr::kable(l2qcpm_para_pca$table)
```

Now repeat the same thing, but let sva minimize surrogate variables.

```{r pca_sva, fig.show="hide"}
l2qcpm_normbatch <- sm(normalize_expt(infect_para, transform="log2", convert="cpm", norm="quant", filter=TRUE, batch="sva"))
l2qcpm_normbatch_pca <- plot_pca(l2qcpm_normbatch)
```

Now plot the result and see if things make more sense.

```{r pca_sva_plot, fig.cap="Adding SVA to the normalization does not help much."}
l2qcpm_normbatch_pca$plot
## That does nothing significant to clarify things.
knitr::kable(l2qcpm_normbatch_pca$table)
```

No, not really, so lets change things by putting the 'snp status' as the "batch" factor and minimize it with sva/combat.

```{r pca_snp, fig.show="hide"}
infect_parav2 <- set_expt_condition(infect_para, fact="state")
infect_parav2 <- set_expt_batch(infect_parav2, fact="snpclade")
l2qcpm_snpbatch_straincond_sva <- sm(normalize_expt(infect_parav2, transform="log2", convert="cpm",
                                                    norm="quant", filter=TRUE,
                                                    batch="sva"))
```

```{r pca_snp_plot, fig.cap="SNP status does not clarify things."}
l2qcpm_snpbatch_straincond_pca <- plot_pca(l2qcpm_snpbatch_straincond_sva)
l2qcpm_snpbatch_straincond_pca$plot
## Pulling strain 5430 away from the others makes a semi-split
knitr::kable(l2qcpm_snpbatch_straincond_pca$table)
l2qcpm_snpbatch_straincond_pca <- plot_pca(l2qcpm_snpbatch_straincond_combat)
l2qcpm_snpbatch_straincond_pca$plot
## Doing the same thing with combat has little or no effect.
knitr::kable(l2qcpm_snpbatch_straincond_pca$table)
```

Ok, so let us remove the healing state with combat and see if that allows us to see a split on some other factor.

```{r pca_heal, fig.show="hide"}
infect_parastrain <- set_expt_condition(infect_para, fact="pathogenstrain")
infect_parastrain <- set_expt_batch(infect_parastrain, fact="state")
l2qcpm_parastrain <- sm(normalize_expt(infect_parastrain, transform="log2", convert="cpm", norm="quant", filter=TRUE, batch="combat_scale"))
```

```{r pca_heal_plot, fig.cap="hmm ok, I think I quit for today."}
l2qcpm_parastrain_pca <- plot_pca(l2qcpm_parastrain)
l2qcpm_parastrain_pca$plot
## wtf!?!?  how did this happen?
knitr::kable(l2qcpm_parastrain_pca$table)
```

```{r save_estimation, include=FALSE}
tmp <- sm(saveme(filename="infection_estimation.rda.xz"))
```

[index.html](index.html)
