1 Introduction

This document is intended to provide a general overview of the TMRC2 samples which have thus far been sequenced. In some cases, this includes only those samples starting in 2019; in other instances I am including our previous (2015-2016) samples.

In all cases the processing performed was:

  1. Default trimming was performed.
  2. Hisat2 was used to map the remaining reads against the Leishmania panamensis genome revision 36.
  3. The alignments from hisat2 were used to count reads/gene against the revision 36 annotations with htseq.
  4. These alignments were also passed to the pileup functionality of samtools and the vcf/bcf utilities in order to make a matrix of all observed differences between each sample with respect to the reference.

The analyses in this document use the matrices of counts/gene from #3 and variants/position from #4 in order to provide some images and metrics describing the samples we have sequenced so far.

2 Annotations

Everything which follows depends on the Existing TriTrypDB annotations revision 46, circa 2019. The following block loads a database of these annotations and turns it into a matrix where the rows are genes and columns are all the annotation types provided by TriTrypDB.

The same database was used to create a matrix of orthologous genes between L.panamensis and all of the other species in the TriTrypDB.

tt <- sm(library(EuPathDB))
tt <- sm(library(org.Lpanamensis.MHOMCOL81L13.v46.eg.db))
pan_db <- org.Lpanamensis.MHOMCOL81L13.v46.eg.db
all_fields <- columns(pan_db)

all_lp_annot <- sm(load_orgdb_annotations(
    pan_db,
    keytype = "gid",
    fields = c("annot_gene_entrez_id", "annot_gene_name",
               "annot_strand", "annot_chromosome", "annot_cds_length",
               "annot_gene_product")))$genes

lp_go <- sm(load_orgdb_go(pan_db))
lp_lengths <- all_lp_annot[, c("gid", "annot_cds_length")]
colnames(lp_lengths)  <- c("ID", "length")

orthos <- sm(EuPathDB::extract_eupath_orthologs(db = pan_db))

hisat_annot <- all_lp_annot
## rownames(hisat_annot) <- paste0("exon_", rownames(hisat_annot), ".E1")

3 TODO:

Resequence samples: TMRC20002, TMRC20006, TMRC20004 (maybe TMRC20008 and TMRC20029)

3.1 Generate expressionsets

The first lines of the following block create the Expressionset. All of the following lines perform various normalizations and generate plots from it.

sample_sheet <- glue::glue("sample_sheets/tmrc2_samples_20210512.xlsx")

lp_expt <- sm(create_expt(sample_sheet,
                          gene_info = hisat_annot,
                          id_column = "hpglidentifier",
                          file_column = "lpanamensisv36hisatfile")) %>%
  set_expt_conditions(fact = "zymodemecategorical") %>%
  subset_expt(nonzero = 8600)
## The samples (and read coverage) removed when filtering 8600 non-zero genes are:
## TMRC20002 TMRC20004 TMRC20006 TMRC20008 TMRC20029 
##  11681227    564812   6670348   6249790   1658096
## There were 36, now there are 31 samples.
libsizes <- plot_libsize(lp_expt)
libsizes$plot

## I think samples 7,10 should be removed at minimum, probably also 9,11
nonzero <- plot_nonzero(lp_expt)
nonzero$plot

plot_boxplot(lp_expt)
## 1882 entries are 0.  We are on a log scale, adding 1 to the data.

3.2 Distribution Visualization

Najib’s favorite plots are of course the PCA/TNSE. These are nice to look at in order to get a sense of the relationships between samples. They also provide a good opportunity to see what happens when one applies different normalizations, surrogate analyses, filters, etc. In addition, one may set different experimental factors as the primary ‘condition’ (usually the color of plots) and surrogate ‘batches’.

3.3 Susceptilibity

Column ‘Q’ in the sample sheet, make a categorical version of it with these parameters:

  • 0 <= x <= 35 is resistant
  • 36 <= x <= 48 is ambiguous
  • 49 <= x is sensitive
starting <- as.numeric(pData(lp_expt)[["susceptibilityinfectionreduction32ugmlsbvhistoricaldata"]])
sus_categorical <- starting
na_idx <- is.na(starting)
sus_categorical[na_idx] <- "unknown"

resist_idx <- starting <= 0.35
sus_categorical[resist_idx] <- "resistant"
indeterminant_idx <- starting >= 0.36 & starting <= 0.48
sus_categorical[indeterminant_idx] <- "ambiguous"
susceptible_idx <- starting >= 0.49
sus_categorical[susceptible_idx] <- "sensitive"

pData(lp_expt$expressionset)[["sus_category"]] <- sus_categorical
clinical_samples <- lp_expt %>%
  set_expt_batches(fact = sus_categorical)

clinical_norm <- sm(normalize_expt(clinical_samples, norm = "quant", transform = "log2",
                                   convert = "cpm", batch = FALSE, filter = TRUE))
zymo_pca <- plot_pca(clinical_norm, plot_title = "PCA of parasite expression values")
pp(file = "images/zymo_pca_sus_shape.png", image = zymo_pca$plot)

zymo_3dpca <- plot_3d_pca(zymo_pca)
zymo_3dpca$plot
zymo_tsne <- plot_tsne(clinical_norm, plot_title = "TSNE of parasite expression values")
zymo_tsne$plot

clinical_nb <- normalize_expt(clinical_samples, convert = "cpm", transform = "log2",
                         filter = TRUE, batch = "svaseq")
## Removing 151 low-count genes (8627 remaining).
## batch_counts: Before batch/surrogate estimation, 359 entries are x==0: 0%.
## batch_counts: Before batch/surrogate estimation, 1357 entries are 0<x<1: 1%.
## Setting 95 low elements to zero.
## transform_counts: Found 95 values equal to 0, adding 1 to the matrix.
clinical_nb_pca <- plot_pca(clinical_nb, plot_title = TRUE)
pp(file = "images/clinical_nb_pca_sus_shape.png", image = clinical_nb_pca$plot)

clinical_nb_tsne <- plot_tsne(clinical_nb)
clinical_nb_tsne$plot

corheat <- plot_corheat(clinical_norm, plot_title = "Correlation heatmap of parasite
                 expression values
")
corheat$plot

plot_sm(clinical_norm)$plot
## Performing correlation.

3.4 Cure/Fail status

cf_expt <- set_expt_conditions(lp_expt, fact = "clinicalcategorical") %>%
  set_expt_batches(fact = sus_categorical)

cf_norm <- normalize_expt(cf_expt, convert = "cpm", transform = "log2",
                          norm = "quant", filter = TRUE)
## Removing 151 low-count genes (8627 remaining).
## transform_counts: Found 2 values equal to 0, adding 1 to the matrix.
start_cf <- plot_pca(cf_norm)
pp(file = "images/cf_sus_shape.png", image = start_cf$plot)

cf_nb <- normalize_expt(cf_expt, convert = "cpm", transform = "log2",
                        norm = "quant", filter = TRUE, batch = "svaseq")
## Warning in normalize_expt(cf_expt, convert = "cpm", transform = "log2", :
## Quantile normalization and sva do not always play well together.
## Removing 151 low-count genes (8627 remaining).
## batch_counts: Before batch/surrogate estimation, 2 entries are x==0: 0%.
## batch_counts: Before batch/surrogate estimation, 1617 entries are 0<x<1: 1%.
## Setting 33 low elements to zero.
## transform_counts: Found 33 values equal to 0, adding 1 to the matrix.
cf_nb_pca <- plot_pca(cf_nb)
pp(file = "images/cf_sus_share_nb.png", image = cf_nb_pca$plot)

cf_norm <- normalize_expt(cf_expt, transform = "log2", convert = "cpm",
                          filter = TRUE, norm = "quant")
## Removing 151 low-count genes (8627 remaining).
## transform_counts: Found 2 values equal to 0, adding 1 to the matrix.
test <- pca_information(cf_norm,
                        expt_factors = c("clinicalcategorical", "zymodemecategorical",
                                         "pathogenstrain", "passagenumber"),
                        num_components = 6, plot_pcas = TRUE)
test$anova_p
##                           PC1       PC2     PC3       PC4     PC5    PC6
## clinicalcategorical 0.1410236 0.0050984 0.70663 0.0379966 0.91382 0.8322
## zymodemecategorical 0.0004872 0.0002222 0.71362 0.0848971 0.56713 0.6142
## pathogenstrain      0.4810144 0.0005181 0.02247 0.7163471 0.71496 0.3567
## passagenumber       0.7615333 0.4227141 0.61268 0.0006726 0.03964 0.7900
sus_expt <- set_expt_conditions(lp_expt, fact = "sus_category") %>%
  set_expt_batches(fact = "zymodemecategorical")
sus_norm <- normalize_expt(sus_expt, transform = "log2", convert = "cpm",
                           norm = "quant", filter = TRUE)
## Removing 151 low-count genes (8627 remaining).
## transform_counts: Found 2 values equal to 0, adding 1 to the matrix.
sus_pca <- plot_pca(sus_norm)
sus_pca$plot

sus_nb <- normalize_expt(sus_expt, transform = "log2", convert = "cpm",
                         batch = "svaseq", filter = TRUE)
## Removing 151 low-count genes (8627 remaining).
## batch_counts: Before batch/surrogate estimation, 359 entries are x==0: 0%.
## batch_counts: Before batch/surrogate estimation, 1357 entries are 0<x<1: 1%.
## Setting 70 low elements to zero.
## transform_counts: Found 70 values equal to 0, adding 1 to the matrix.
sus_nb_pca <- plot_pca(sus_nb)
pp(file = "images/sus_nb_pca.png", image = sus_nb_pca$plot)

3.4.1 Notes

The following samples are much lower coverage:

  • TMRC20002
  • TMRC20006
  • TMRC20007
  • TMRC20008

At this time, we do not have very many samples, so the set of metrics/plots is fairly limited. There is really only one factor in the metadata which we can use for performing differential expression analyses, the ‘zymodeme’.

4 Sample Estimation

The process of sample estimation takes two primary inputs:

  1. The sample sheet, which contains all the metadata we currently have on hand, including filenames for the outputs of #3 and #4 above.
  2. The gene annotations.

An expressionset is a data structure used in R to examine RNASeq data. It is comprised of annotations, metadata, and expression data. In the case of our processing pipeline, the location of the expression data is provided by the filenames in the metadata.

5 Zymodeme analyses

The following sections perform a series of analyses which seek to elucidate differences between the zymodemes 2.2 and 2.3 either through differential expression or variant profiles.

5.1 Differential expression

5.1.1 With respect to zymodeme attribution

TODO: Do this with and without sva and compare the results.

zy_expt <- subset_expt(lp_expt, subset = "condition=='z2.2'|condition=='z2.3'")
## There were 31, now there are 18 samples.
zy_norm <- normalize_expt(zy_expt, filter = TRUE, convert = "cpm", norm = "quant")
## Removing 170 low-count genes (8608 remaining).
zy_de_nobatch <- sm(all_pairwise(zy_expt, filter = TRUE, model_batch = "svaseq"))
zy_de <- sm(all_pairwise(zy_expt, filter = TRUE, model_batch = "svaseq"))
zy_table <- sm(combine_de_tables(zy_de, excel = glue::glue("excel/zy_tables-v{ver}.xlsx")))
zy_sig <- sm(extract_significant_genes(zy_table, excel = glue::glue("excel/zy_sig-v{ver}.xlsx")))

5.1.2 Images of zymodeme DE

zy_table[["plots"]][["z23_vs_z22"]][["deseq_ma_plots"]][["plot"]]

5.2 With respect to cure/failure

In contrast, we can search for genes which are differentially expressed with respect to cure/failure status.

cf_de <- sm(all_pairwise(cf_expt, filter = TRUE, model_batch = "svaseq"))
cf_table <- sm(combine_de_tables(cf_de, excel = glue::glue("excel/cf_tables-v{ver}.xlsx")))
cf_sig <- sm(extract_significant_genes(cf_table, excel = glue::glue("excel/cf_sig-v{ver}.xlsx")))

5.3 With respect to susceptibility

Finally, we can use our category of susceptibility and look for genes which change from sensitive to resistant. Keep in mind, though, that for the moment we have a lot of ambiguous and unknown strains.

sus_de <- sm(all_pairwise(sus_expt, filter = TRUE, model_batch = "svaseq"))
sus_table <- sm(combine_de_tables(sus_de, excel = glue::glue("excel/sus_tables-v{ver}.xlsx")))
sus_sig <- sm(extract_significant_genes(sus_table, excel = glue::glue("excel/sus_sig-v{ver}.xlsx")))
## Error: Sheet 'down_limma_sensitive_vs_ambiguous' does not exist.

5.4 Ontology searches

Now let us look for ontology categories which are increased in the 2.3 samples followed by the 2.2 samples.

## Gene categories more represented in the 2.3 group.
zy_go_up <- sm(simple_goseq(sig_genes = zy_sig[["deseq"]][["ups"]][[1]],
                            go_db = lp_go, length_db = lp_lengths))

## Gene categories more represented in the 2.2 group.
zy_go_down <- sm(simple_goseq(sig_genes = zy_sig[["deseq"]][["downs"]][[1]],
                              go_db = lp_go, length_db = lp_lengths))

5.4.1 A couple plots from the differential expression

5.4.1.1 Number of genes in agreement among DE methods, 2.3 more than 2.2

In the function ‘combined_de_tables()’ above, one of the tasks performed is to look at the agreement among DESeq2, limma, and edgeR. The following show a couple of these for the set of genes observed with a fold-change >= |2| and adjusted p-value <= 0.05.

zy_table[["venns"]][[1]][["p_lfc1"]][["up_noweight"]]

5.4.1.2 Number of genes in agreement among DE methods, 2.2 more than 2.3

zy_table[["venns"]][[1]][["p_lfc1"]][["down_noweight"]]

5.4.1.3 MA plot of the differential expression between the zymodemes.

zy_table$plots[[1]][["deseq_ma_plots"]][["plot"]]

5.4.1.4 goseq ontology plots of groups of genes, 2.3 more than 2.2

zy_go_up$pvalue_plots$bpp_plot_over

5.4.1.5 goseq ontology plots of groups of genes, 2.2 more than 2.3

zy_go_down$pvalue_plots$bpp_plot_over

5.5 Zymodeme enzyme gene IDs

Najib read me an email listing off the gene names associated with the zymodeme classification. I took those names and cross referenced them against the Leishmania panamensis gene annotations and found the following:

They are:

  1. ALAT: LPAL13_120010900 – alanine aminotransferase
  2. ASAT: LPAL13_340013000 – aspartate aminotransferase
  3. G6PD: LPAL13_000054100 – glucase-6-phosphate 1-dehydrogenase
  4. NH: LPAL13_14006100, LPAL13_180018500 – inosine-guanine nucleoside hydrolase
  5. MPI: LPAL13_320022300 (maybe) – mannose phosphate isomerase (I chose phosphomannose isomerase)

Given these 6 gene IDs (NH has two gene IDs associated with it), I can do some looking for specific differences among the various samples.

5.5.1 Expression levels of zymodeme genes

The following creates a colorspace (red to green) heatmap showing the observed expression of these genes in every sample.

my_genes <- c("LPAL13_120010900", "LPAL13_340013000", "LPAL13_000054100",
              "LPAL13_140006100", "LPAL13_180018500", "LPAL13_320022300",
              "other")
my_names <- c("ALAT", "ASAT", "G6PD", "NHv1", "NHv2", "MPI", "other")

zymo_expt <- exclude_genes_expt(zy_norm, ids = my_genes, method = "keep")
## Before removal, there were 8608 genes, now there are 6.
## There are 18 samples which kept less than 90 percent counts.
## TMRC20001 TMRC20005 TMRC20009 TMRC20010 TMRC20011 TMRC20012 TMRC20013 TMRC20014 
##    0.1284    0.1289    0.1106    0.1078    0.1076    0.1180    0.1181    0.1065 
## TMRC20015 TMRC20016 TMRC20017 TMRC20018 TMRC20021 TMRC20022 TMRC20037 TMRC20038 
##    0.1124    0.1040    0.1039    0.1119    0.1043    0.1273    0.1077    0.1104 
## TMRC20039 TMRC20041 
##    0.1265    0.1149
zymo_heatmap <- plot_sample_heatmap(zymo_expt, row_label = my_names)
zymo_heatmap

5.6 Empirically observed Zymodeme genes from differential expression analysis

In contrast, the following plots take the set of genes which are shared among all differential expression methods (|lfc| >= 1.0 and adjp <= 0.05) and use them to make categories of genes which are increased in 2.3 or 2.2.

shared_zymo <- intersect_significant(zy_table)
## Deleting the file excel/intersect_significant.xlsx before writing the tables.
up_shared <- shared_zymo[["ups"]][[1]][["data"]][["all"]]
rownames(up_shared)
##  [1] "LPAL13_000033300" "LPAL13_000012000" "LPAL13_310031300" "LPAL13_000038500"
##  [5] "LPAL13_000012100" "LPAL13_000038400" "LPAL13_340039600" "LPAL13_050005000"
##  [9] "LPAL13_310039200" "LPAL13_210015500" "LPAL13_270034100" "LPAL13_180013900"
## [13] "LPAL13_200013000" "LPAL13_340039700" "LPAL13_000041000" "LPAL13_170015400"
## [17] "LPAL13_330021800" "LPAL13_240009700" "LPAL13_000052700" "LPAL13_140019300"
## [21] "LPAL13_330021900" "LPAL13_140019100" "LPAL13_230011200" "LPAL13_350073200"
## [25] "LPAL13_210005000" "LPAL13_250025700" "LPAL13_320038700" "LPAL13_300031600"
## [29] "LPAL13_160014500" "LPAL13_000045100" "LPAL13_230011500" "LPAL13_140019200"
## [33] "LPAL13_110015700" "LPAL13_310028500" "LPAL13_230011400" "LPAL13_000010600"
## [37] "LPAL13_290016200" "LPAL13_230011300"
upshared_expt <- exclude_genes_expt(zy_norm, ids = rownames(up_shared), method = "keep")
## Before removal, there were 8608 genes, now there are 38.
## There are 18 samples which kept less than 90 percent counts.
## TMRC20001 TMRC20005 TMRC20009 TMRC20010 TMRC20011 TMRC20012 TMRC20013 TMRC20014 
##    0.5358    0.1770    0.2264    0.5458    0.2127    0.1688    0.5478    0.2256 
## TMRC20015 TMRC20016 TMRC20017 TMRC20018 TMRC20021 TMRC20022 TMRC20037 TMRC20038 
##    0.6484    0.4843    0.2964    0.6527    0.6227    0.1964    0.7422    0.8327 
## TMRC20039 TMRC20041 
##    0.2471    0.2029

We can plot a quick heatmap to get a sense of the differences observed between the genes which are different between the two zymodemes.

5.6.1 Heatmap of zymodeme gene expression increased in 2.3 vs. 2.2

high_23_heatmap <- plot_sample_heatmap(upshared_expt, row_label = rownames(up_shared))
high_23_heatmap

5.6.2 Heatmap of zymodeme gene expression increased in 2.2 vs. 2.3

down_shared <- shared_zymo[["downs"]][[1]][["data"]][["all"]]
downshared_expt <- exclude_genes_expt(zy_norm, ids = rownames(down_shared), method = "keep")
## Before removal, there were 8608 genes, now there are 79.
## There are 18 samples which kept less than 90 percent counts.
## TMRC20001 TMRC20005 TMRC20009 TMRC20010 TMRC20011 TMRC20012 TMRC20013 TMRC20014 
##    0.3509    1.3014    1.4493    0.2338    1.2505    1.0474    0.2543    1.3334 
## TMRC20015 TMRC20016 TMRC20017 TMRC20018 TMRC20021 TMRC20022 TMRC20037 TMRC20038 
##    0.2983    0.2913    1.3608    0.3174    0.2959    1.5616    0.3742    0.3511 
## TMRC20039 TMRC20041 
##    1.5109    1.5043
high_22_heatmap <- plot_sample_heatmap(downshared_expt, row_label = rownames(down_shared))
high_22_heatmap

6 SNP profiles

Now I will combine our previous samples and our new samples in the hopes of finding variant positions which help elucidate currently unknown aspects of either group via their clustering to known samples from the other group. In other words, we do not know the zymodeme annotations for the old samples nor the strain identities (or the shortcut ‘chronic vs. self-healing’) for the new samples. I hope to make educated guesses given the variant profiles. There are some differences in how the previous and current data sets were analyzed (though I have since redone the old samples so it should be trivial to remove those differences now).

I added our 2016 data to a specific TMRC2 sample sheet, dated 20191203. Thus I will load the data here. That previous data was mapped using tophat, so I will also need to make some changes to the gene names to accomodate the two mappings.

old_expt <- sm(create_expt("sample_sheets/tmrc2_samples_20191203.xlsx",
                           file_column = "tophat2file"))

tt <- lp_expt$expressionset
rownames(tt) <- gsub(pattern = "^exon_", replacement = "", x = rownames(tt))
rownames(tt) <- gsub(pattern = "\\.E1$", replacement = "", x = rownames(tt))
lp_expt$expressionset <- tt

tt <- old_expt$expressionset
rownames(tt) <- gsub(pattern = "^exon_", replacement = "", x = rownames(tt))
rownames(tt) <- gsub(pattern = "\\.1$", replacement = "", x = rownames(tt))
old_expt$expressionset <- tt

6.1 Create the SNP expressionset

One other important caveat, we have a group of new samples which have not yet run through the variant search pipeline, so I need to remove them from consideration. Though it looks like they finished overnight…

## The next line drops the samples which are missing the SNP pipeline.
lp_snp <- subset_expt(lp_expt, subset="!is.na(pData(lp_expt)[['bcftable']])")
## There were 31, now there are 31 samples.
new_snps <- sm(count_expt_snps(lp_snp, annot_column = "bcftable"))
old_snps <- sm(count_expt_snps(old_expt, annot_column = "bcftable", snp_column = 2))

both_snps <- combine_expts(new_snps, old_snps)
both_norm <- sm(normalize_expt(both_snps, transform = "log2", convert = "cpm", filter = TRUE))

## strains <- both_norm[["design"]][["strain"]]
both_norm <- set_expt_conditions(both_norm, fact = "strain")

The data structure ‘both_norm’ now contains our 2016 data along with the newer data collected since 2019.

6.2 Plot of SNP profiles for zymodemes

The following plot shows the SNP profiles of all samples (old and new) where the colors at the top show either the 2.2 strains (orange), 2.3 strains (green), the previous samples (purple), or the various lab strains (pink etc).

old_new_variant_heatmap <- plot_disheat(both_norm)
pp(file = "images/raw_snp_disheat.png", image = old_new_variant_heatmap,
   height = 12, width = 12)

The function get_snp_sets() takes the provided metadata factor (in this case ‘condition’) and looks for variants which are exclusive to each element in it. In this case, this is looking for differences between 2.2 and 2.3, as well as the set shared among them.

snp_sets <- get_snp_sets(both_snps, factor = "condition")
## The factor z2.3 has 9 rows.
## The factor z2.2 has 9 rows.
## The factor unknown has 13 rows.
## The factor sh has 13 rows.
## The factor chr has 14 rows.
## The factor inf has 6 rows.
## Iterating over 727 elements.
both_expt <- combine_expts(lp_expt, old_expt)
snp_genes <- sm(snps_vs_genes(both_expt, snp_sets, expt_name_col = "chromosome"))

snp_subset <- sm(snp_subset_genes(
  both_expt, both_snps,
  genes = c("LPAL13_120010900", "LPAL13_340013000", "LPAL13_000054100",
          "LPAL13_140006100", "LPAL13_180018500", "LPAL13_320022300")))
## zymo_heat <- plot_sample_heatmap(snp_subset, row_label = rownames(exprs(snp_subset)))

7 Clinical response for new samples

clinical_sets <- get_snp_sets(new_snps, factor = "clinicalresponse")
## The factor Cure has 10 rows.
## The factor Failure has 13 rows.
## The factor Laboratory line has only 1 row.
## The factor ND has 3 rows.
## The factor Reference strain has 4 rows.
## Iterating over 690 elements.
clinical_genes <- sm(snps_vs_genes(lp_expt, clinical_sets, expt_name_col = "chromosome"))
clinical_snps <- snps_intersections(lp_expt, clinical_sets, chr_column = "chromosome")
head(as.data.frame(clinical_snps$inters[["Failure"]]))
##                                           seqnames  start    end width strand
## chr_LpaL13-20.1_pos_115227_ref_C_alt_G LpaL13-20.1 115227 115228     2      +
head(as.data.frame(clinical_snps$inters[["Cure"]]))
##                                       seqnames  start    end width strand
## chr_LpaL13-04_pos_37865_ref_G_alt_A  LpaL13-04  37865  37866     2      +
## chr_LpaL13-04_pos_37867_ref_A_alt_G  LpaL13-04  37867  37868     2      +
## chr_LpaL13-05_pos_194408_ref_C_alt_T LpaL13-05 194408 194409     2      +
## chr_LpaL13-05_pos_340999_ref_G_alt_A LpaL13-05 340999 341000     2      +
## chr_LpaL13-06_pos_117010_ref_C_alt_T LpaL13-06 117010 117011     2      +
## chr_LpaL13-06_pos_288177_ref_C_alt_G LpaL13-06 288177 288178     2      +
head(clinical_snps$gene_summaries$Failure)
## LPAL13_200008500 LPAL13_000005000 LPAL13_000005300 LPAL13_000005400 
##                1                0                0                0 
## LPAL13_000005500 LPAL13_000005600 
##                0                0
head(clinical_snps$gene_summaries$Cure)
## LPAL13_200013000 LPAL13_200007000 LPAL13_200008400 LPAL13_200014600 
##                7                4                4                4 
## LPAL13_200015100 LPAL13_200016900 
##                4                4
annot <- fData(lp_expt)
clinical_interest <- as.data.frame(clinical_snps[["gene_summaries"]][["Cure"]])
clinical_interest <- merge(clinical_interest, as.data.frame(clinical_snps[["gene_summaries"]][["Failure"]]), by = "row.names")
rownames(clinical_interest) <- clinical_interest[["Row.names"]]
clinical_interest[["Row.names"]] <- NULL
colnames(clinical_interest) <- c("cure_snps","fail_snps")
annot <- merge(annot, clinical_interest, by = "row.names")
rownames(annot) <- annot[["Row.names"]]
annot[["Row.names"]] <- NULL
fData(lp_expt$expressionset) <- annot

8 Zymodeme for new samples

The heatmap produced here should show the variants only for the zymodeme genes.

8.1 Hunt for snp clusters

I am thinking that if we find clusters of locations which are variant, that might provide some PCR testing possibilities.

new_sets <- get_snp_sets(new_snps, factor = "phenotypiccharacteristics")
## The factor 2.2 has 9 rows.
## The factor 2.3 has 9 rows.
## The factor Laboratory line has only 1 row.
## The factor Reference strain has 4 rows.
## The factor unknown has 8 rows.
## Iterating over 690 elements.
summary(new_sets)
##               Length Class      Mode     
## medians         6    data.frame list     
## possibilities   5    -none-     character
## intersections  31    -none-     list     
## chr_data      690    -none-     list     
## set_names      32    -none-     list     
## invert_names   32    -none-     list     
## density       690    -none-     numeric
## 1000000: 2.2
## 0100000: 2.3

summary(new_sets[["intersections"]][["100000"]])
## Length  Class   Mode 
##      0   NULL   NULL
dim(new_sets$intersections[["100000"]])
## NULL
sequential_variants <- function(snp_sets, conditions = NULL, minimum = 3, maximum_separation = 3) {
  if (is.null(conditions)) {
    conditions <- 1
  }
  intersection_sets <- snp_sets[["intersections"]]
  intersection_names <- snp_sets[["set_names"]]
  chosen_intersection <- 1
  if (is.numeric(conditions)) {
    chosen_intersection <- conditions
  } else {
    intersection_idx <- intersection_names == conditions
    chosen_intersection <- names(intersection_names)[intersection_idx]
  }

  possible_positions <- intersection_sets[[chosen_intersection]]
  position_table <- data.frame(row.names = possible_positions)
  pat <- "^chr_(.+)_pos_(.+)_ref_.*$"
  position_table[["chr"]] <- gsub(pattern = pat, replacement = "\\1", x = rownames(position_table))
  position_table[["pos"]] <- as.numeric(gsub(pattern = pat, replacement = "\\2", x = rownames(position_table)))
  position_idx <- order(position_table[, "chr"], position_table[, "pos"])
  position_table <- position_table[position_idx, ]
  position_table[["dist"]] <- 0

  last_chr <- ""
  for (r in 1:nrow(position_table)) {
    this_chr <- position_table[r, "chr"]
    if (r == 1) {
      position_table[r, "dist"] <- position_table[r, "pos"]
      last_chr <- this_chr
      next
    }
    if (this_chr == last_chr) {
      position_table[r, "dist"] <- position_table[r, "pos"] - position_table[r - 1, "pos"]
    } else {
      position_table[r, "dist"] <- position_table[r, "pos"]
    }
    last_chr <- this_chr
  }

  sequentials <- position_table[["dist"]] <= maximum_separation

  ## The following can tell me how many runs of each length occurred, that is not quite what I want.
  ## Now use run length encoding to find the set of sequential sequentials!
  rle_result <- rle(sequentials)
  rle_values <- rle_result[["values"]]
  ## The following line is equivalent to just leaving values alone:
  ## true_values <- rle_result[["values"]] == TRUE
  rle_lengths <- rle_result[["lengths"]]
  true_sequentials <- rle_lengths[rle_values]
  rle_idx <- cumsum(rle_lengths)[which(rle_values)]

  position_table[["last_sequential"]] <- 0
  count <- 0
  for (r in rle_idx) {
    count <- count + 1
    position_table[r, "last_sequential"] <- true_sequentials[count]
  }

  wanted_idx <- position_table[["last_sequential"]] >= minimum
  wanted <- position_table[wanted_idx, c("chr", "pos")]
  return(wanted)
}

zymo22_sequentials <- sequential_variants(new_sets, conditions = "2.2")
zymo22_sequentials
##                                            chr    pos
## chr_LpaL13-05_pos_186565_ref_T_alt_C LpaL13-05 186565
## chr_LpaL13-05_pos_260512_ref_G_alt_C LpaL13-05 260512
## chr_LpaL13-07_pos_147296_ref_C_alt_G LpaL13-07 147296
## chr_LpaL13-27_pos_625486_ref_G_alt_C LpaL13-27 625486
zymo23_sequentials <- sequential_variants(new_sets, conditions = "2.3")
zymo23_sequentials
##                                                 chr     pos
## chr_LpaL13-05_pos_183858_ref_G_alt_A      LpaL13-05  183858
## chr_LpaL13-08_pos_174502_ref_T_alt_G      LpaL13-08  174502
## chr_LpaL13-09_pos_210577_ref_G_alt_C      LpaL13-09  210577
## chr_LpaL13-09_pos_338720_ref_C_alt_G      LpaL13-09  338720
## chr_LpaL13-09_pos_375148_ref_C_alt_T      LpaL13-09  375148
## chr_LpaL13-10_pos_334133_ref_G_alt_T      LpaL13-10  334133
## chr_LpaL13-11_pos_478993_ref_T_alt_G      LpaL13-11  478993
## chr_LpaL13-11_pos_489159_ref_G_alt_A      LpaL13-11  489159
## chr_LpaL13-14_pos_95348_ref_A_alt_G       LpaL13-14   95348
## chr_LpaL13-14_pos_221315_ref_A_alt_G      LpaL13-14  221315
## chr_LpaL13-16_pos_214824_ref_G_alt_T      LpaL13-16  214824
## chr_LpaL13-20.1_pos_111733_ref_C_alt_G  LpaL13-20.1  111733
## chr_LpaL13-20.1_pos_1410106_ref_A_alt_T LpaL13-20.1 1410106
## chr_LpaL13-22_pos_559726_ref_G_alt_T      LpaL13-22  559726
## chr_LpaL13-28_pos_592641_ref_A_alt_C      LpaL13-28  592641
## chr_LpaL13-31_pos_98759_ref_G_alt_T       LpaL13-31   98759
## chr_LpaL13-32_pos_314579_ref_C_alt_A      LpaL13-32  314579
## chr_LpaL13-35_pos_26430_ref_G_alt_A       LpaL13-35   26430
snp_genes <- sm(snps_vs_genes(lp_expt, new_sets, expt_name_col = "chromosome"))
new_zymo_norm  <- normalize_expt(new_snps, filter = TRUE, convert = "cpm", norm = "quant", transform = TRUE)
## Removing 0 low-count genes (538827 remaining).
## transform_counts: Found 4790874 values equal to 0, adding 1 to the matrix.
new_zymo_norm <- set_expt_conditions(new_zymo_norm, fact = "phenotypiccharacteristics")
zymo_heat <- plot_disheat(new_zymo_norm)

zymo_subset <- snp_subset_genes(lp_expt, new_snps,
                                genes = c("LPAL13_120010900", "LPAL13_340013000", "LPAL13_000054100",
                                        "LPAL13_140006100", "LPAL13_180018500", "LPAL13_320022300"))
## Warning in .Seqinfo.mergexy(x, y): Each of the 2 combined objects has sequence levels not in the other:
##   - in 'x': LPAL13-SCAF000002, LPAL13-SCAF000003, LPAL13-SCAF000004, LPAL13-SCAF000005, LPAL13-SCAF000009, LPAL13-SCAF000013, LPAL13-SCAF000014, LPAL13-SCAF000015, LPAL13-SCAF000018, LPAL13-SCAF000019, LPAL13-SCAF000020, LPAL13-SCAF000022, LPAL13-SCAF000023, LPAL13-SCAF000026, LPAL13-SCAF000029, LPAL13-SCAF000030, LPAL13-SCAF000031, LPAL13-SCAF000032, LPAL13-SCAF000035, LPAL13-SCAF000036, LPAL13-SCAF000037, LPAL13-SCAF000038, LPAL13-SCAF000042, LPAL13-SCAF000043, LPAL13-SCAF000045, LPAL13-SCAF000047, LPAL13-SCAF000049, LPAL13-SCAF000050, LPAL13-SCAF000052, LPAL13-SCAF000054, LPAL13-SCAF000056, LPAL13-SCAF000057, LPAL13-SCAF000058, LPAL13-SCAF000060, LPAL13-SCAF000066, LPAL13-SCAF000067, LPAL13-SCAF000069, LPAL13-SCAF000070, LPAL13-SCAF000073, LPAL13-SCAF000081, LPAL13-SCAF000082, LPAL13-SCAF000083, LPAL13-SCAF000085, LPAL13-SCAF000086, LPAL13-SCAF000088, LPAL13-SCAF000090, LPAL13-SCAF000091, LPAL13-SCAF000092, LPAL13-SCAF000095, LPAL13-SCAF000098, LPAL13-SCAF000101, LPAL13-SCAF000103, LPAL13-SCAF000106, LPAL13-SCAF000109, LPAL13-SCAF000111, LPAL13-SCAF000112, LPAL13-SCAF000113, LPAL13-SCAF000118, LPAL13-SCAF000125, LPAL13-SCAF000126, LPAL13-SCAF000138, LPAL13-SCAF000139, LPAL13-SCAF000140, LPAL13-SCAF000141, LPAL13-SCAF000144, LPAL13-SCAF000145, LPAL13-SCAF000147, LPAL13-SCAF000148, LPAL13-SCAF000150, LPAL13-SCAF000151, LPAL13-SCAF000152, LPAL13-SCAF000154, LPAL13-SCAF000155, LPAL13-SCAF000156, LPAL13-SCAF000157, LPAL13-SCAF000158, LPAL13-SCAF000159, LPAL13-SCAF000160, LPAL13-SCAF000161, LPAL13-SCAF000163, LPAL13-SCAF000164, LPAL13-SCAF000167, LPAL13-SCAF000168, LPAL13-SCAF000169, LPAL13-SCAF000170, LPAL13-SCAF000175, LPAL13-SCAF000177, LPAL13-SCAF000178, LPAL13-SCAF000179, LPAL13-SCAF000180, LPAL13-SCAF000183, LPAL13-SCAF000184, LPAL13-SCAF000185, LPAL13-SCAF000189, LPAL13-SCAF000190, LPAL13-SCAF000192, LPAL13-SCAF000195, LPAL13-SCAF000196, LPAL13-SCAF000198, LPAL13-SCAF000199, LPAL13-SCAF000204, LPAL13-SCAF000207, LPAL13-SCAF000208, LPAL13-SCAF000210, LPAL13-SCAF000212, LPAL13-SCAF000213, LPAL13-SCAF000214, LPAL13-SCAF000215, LPAL13-SCAF000216, LPAL13-SCAF000218, LPAL13-SCAF000219, LPAL13-SCAF000221, LPAL13-SCAF000222, LPAL13-SCAF000223, LPAL13-SCAF000224, LPAL13-SCAF000225, LPAL13-SCAF000226, LPAL13-SCAF000228, LPAL13-SCAF000234, LPAL13-SCAF000236, LPAL13-SCAF000238, LPAL13-SCAF000240, LPAL13-SCAF000241, LPAL13-SCAF000242, LPAL13-SCAF000243, LPAL13-SCAF000244, LPAL13-SCAF000246, LPAL13-SCAF000247, LPAL13-SCAF000251, LPAL13-SCAF000252, LPAL13-SCAF000254, LPAL13-SCAF000255, LPAL13-SCAF000257, LPAL13-SCAF000258, LPAL13-SCAF000260, LPAL13-SCAF000262, LPAL13-SCAF000263, LPAL13-SCAF000268, LPAL13-SCAF000269, LPAL13-SCAF000270, LPAL13-SCAF000272, LPAL13-SCAF000273, LPAL13-SCAF000274, LPAL13-SCAF000275, LPAL13-SCAF000276, LPAL13-SCAF000277, LPAL13-SCAF000278, LPAL13-SCAF000279, LPAL13-SCAF000280, LPAL13-SCAF000282, LPAL13-SCAF000283, LPAL13-SCAF000284, LPAL13-SCAF000289, LPAL13-SCAF000290, LPAL13-SCAF000293, LPAL13-SCAF000294, LPAL13-SCAF000297, LPAL13-SCAF000298, LPAL13-SCAF000299, LPAL13-SCAF000304, LPAL13-SCAF000305, LPAL13-SCAF000306, LPAL13-SCAF000307, LPAL13-SCAF000308, LPAL13-SCAF000311, LPAL13-SCAF000312, LPAL13-SCAF000313, LPAL13-SCAF000315, LPAL13-SCAF000318, LPAL13-SCAF000323, LPAL13-SCAF000324, LPAL13-SCAF000325, LPAL13-SCAF000327, LPAL13-SCAF000329, LPAL13-SCAF000331, LPAL13-SCAF000332, LPAL13-SCAF000333, LPAL13-SCAF000334, LPAL13-SCAF000336, LPAL13-SCAF000341, LPAL13-SCAF000342, LPAL13-SCAF000343, LPAL13-SCAF000344, LPAL13-SCAF000345, LPAL13-SCAF000346, LPAL13-SCAF000348, LPAL13-SCAF000349, LPAL13-SCAF000350, LPAL13-SCAF000351, LPAL13-SCAF000352, LPAL13-SCAF000353, LPAL13-SCAF000354, LPAL13-SCAF000355, LPAL13-SCAF000356, LPAL13-SCAF000357, LPAL13-SCAF000359, LPAL13-SCAF000360, LPAL13-SCAF000361, LPAL13-SCAF000362, LPAL13-SCAF000365, LPAL13-SCAF000366, LPAL13-SCAF000369, LPAL13-SCAF000371, LPAL13-SCAF000372, LPAL13-SCAF000373, LPAL13-SCAF000375, LPAL13-SCAF000376, LPAL13-SCAF000377, LPAL13-SCAF000378, LPAL13-SCAF000379, LPAL13-SCAF000380, LPAL13-SCAF000381, LPAL13-SCAF000382, LPAL13-SCAF000383, LPAL13-SCAF000384, LPAL13-SCAF000385, LPAL13-SCAF000386, LPAL13-SCAF000387, LPAL13-SCAF000389, LPAL13-SCAF000390, LPAL13-SCAF000392, LPAL13-SCAF000393, LPAL13-SCAF000394, LPAL13-SCAF000395, LPAL13-SCAF000396, LPAL13-SCAF000398, LPAL13-SCAF000399, LPAL13-SCAF000402, LPAL13-SCAF000404, LPAL13-SCAF000406, LPAL13-SCAF000407, LPAL13-SCAF000408, LPAL13-SCAF000409, LPAL13-SCAF000410, LPAL13-SCAF000411, LPAL13-SCAF000412, LPAL13-SCAF000413, LPAL13-SCAF000414, LPAL13-SCAF000416, LPAL13-SCAF000418, LPAL13-SCAF000422, LPAL13-SCAF000423, LPAL13-SCAF000425, LPAL13-SCAF000427, LPAL13-SCAF000428, LPAL13-SCAF000429, LPAL13-SCAF000431, LPAL13-SCAF000433, LPAL13-SCAF000435, LPAL13-SCAF000437, LPAL13-SCAF000438, LPAL13-SCAF000439, LPAL13-SCAF000441, LPAL13-SCAF000442, LPAL13-SCAF000443, LPAL13-SCAF000444, LPAL13-SCAF000445, LPAL13-SCAF000449, LPAL13-SCAF000450, LPAL13-SCAF000451, LPAL13-SCAF000452, LPAL13-SCAF000454, LPAL13-SCAF000455, LPAL13-SCAF000457, LPAL13-SCAF000458, LPAL13-SCAF000462, LPAL13-SCAF000464, LPAL13-SCAF000466, LPAL13-SCAF000467, LPAL13-SCAF000472, LPAL13-SCAF000473, LPAL13-SCAF000474, LPAL13-SCAF000475, LPAL13-SCAF000476, LPAL13-SCAF000478, LPAL13-SCAF000479, LPAL13-SCAF000480, LPAL13-SCAF000481, LPAL13-SCAF000482, LPAL13-SCAF000485, LPAL13-SCAF000487, LPAL13-SCAF000489, LPAL13-SCAF000493, LPAL13-SCAF000494, LPAL13-SCAF000497, LPAL13-SCAF000498, LPAL13-SCAF000499, LPAL13-SCAF000501, LPAL13-SCAF000502, LPAL13-SCAF000504, LPAL13-SCAF000506, LPAL13-SCAF000509, LPAL13-SCAF000510, LPAL13-SCAF000513, LPAL13-SCAF000514, LPAL13-SCAF000516, LPAL13-SCAF000517, LPAL13-SCAF000518, LPAL13-SCAF000519, LPAL13-SCAF000520, LPAL13-SCAF000521, LPAL13-SCAF000523, LPAL13-SCAF000524, LPAL13-SCAF000525, LPAL13-SCAF000526, LPAL13-SCAF000530, LPAL13-SCAF000531, LPAL13-SCAF000534, LPAL13-SCAF000545, LPAL13-SCAF000546, LPAL13-SCAF000550, LPAL13-SCAF000551, LPAL13-SCAF000557, LPAL13-SCAF000559, LPAL13-SCAF000561, LPAL13-SCAF000565, LPAL13-SCAF000571, LPAL13-SCAF000579, LPAL13-SCAF000581, LPAL13-SCAF000583, LPAL13-SCAF000584, LPAL13-SCAF000589, LPAL13-SCAF000592, LPAL13-SCAF000594, LPAL13-SCAF000595, LPAL13-SCAF000596, LPAL13-SCAF000597, LPAL13-SCAF000602, LPAL13-SCAF000604, LPAL13-SCAF000606, LPAL13-SCAF000608, LPAL13-SCAF000609, LPAL13-SCAF000612, LPAL13-SCAF000613, LPAL13-SCAF000615, LPAL13-SCAF000620, LPAL13-SCAF000621, LPAL13-SCAF000623, LPAL13-SCAF000624, LPAL13-SCAF000629, LPAL13-SCAF000630, LPAL13-SCAF000631, LPAL13-SCAF000632, LPAL13-SCAF000633, LPAL13-SCAF000634, LPAL13-SCAF000635, LPAL13-SCAF000638, LPAL13-SCAF000640, LPAL13-SCAF000642, LPAL13-SCAF000647, LPAL13-SCAF000648, LPAL13-SCAF000657, LPAL13-SCAF000658, LPAL13-SCAF000660, LPAL13-SCAF000662, LPAL13-SCAF000663, LPAL13-SCAF000664, LPAL13-SCAF000665, LPAL13-SCAF000667, LPAL13-SCAF000669, LPAL13-SCAF000670, LPAL13-SCAF000671, LPAL13-SCAF000674, LPAL13-SCAF000675, LPAL13-SCAF000676, LPAL13-SCAF000677, LPAL13-SCAF000678, LPAL13-SCAF000683, LPAL13-SCAF000684, LPAL13-SCAF000685, LPAL13-SCAF000686, LPAL13-SCAF000687, LPAL13-SCAF000689, LPAL13-SCAF000690, LPAL13-SCAF000691, LPAL13-SCAF000692, LPAL13-SCAF000693, LPAL13-SCAF000694, LPAL13-SCAF000696, LPAL13-SCAF000699, LPAL13-SCAF000701, LPAL13-SCAF000702, LPAL13-SCAF000703, LPAL13-SCAF000705, LPAL13-SCAF000706, LPAL13-SCAF000708, LPAL13-SCAF000709, LPAL13-SCAF000710, LPAL13-SCAF000712, LPAL13-SCAF000715, LPAL13-SCAF000718, LPAL13-SCAF000721, LPAL13-SCAF000725, LPAL13-SCAF000728, LPAL13-SCAF000729, LPAL13-SCAF000730, LPAL13-SCAF000731, LPAL13-SCAF000733, LPAL13-SCAF000736, LPAL13-SCAF000739, LPAL13-SCAF000740, LPAL13-SCAF000741, LPAL13-SCAF000742, LPAL13-SCAF000743, LPAL13-SCAF000745, LPAL13-SCAF000746, LPAL13-SCAF000747, LPAL13-SCAF000749, LPAL13-SCAF000750, LPAL13-SCAF000751, LPAL13-SCAF000752, LPAL13-SCAF000753, LPAL13-SCAF000754, LPAL13-SCAF000755, LPAL13-SCAF000756, LPAL13-SCAF000757, LPAL13-SCAF000758, LPAL13-SCAF000759, LPAL13-SCAF000763, LPAL13-SCAF000764, LPAL13-SCAF000765, LPAL13-SCAF000766, LPAL13-SCAF000767, LPAL13-SCAF000768, LPAL13-SCAF000769, LPAL13-SCAF000770, LPAL13-SCAF0007
## Before removal, there were 538827 genes, now there are 83.
## There are 31 samples which kept less than 90 percent counts.
## tmrc20001 tmrc20005 tmrc20007 tmrc20009 tmrc20010 tmrc20011 tmrc20012 tmrc20013 
##  0.037035  0.041720  0.053085  0.000000  0.027716  0.024992  0.000000  0.029377 
## tmrc20014 tmrc20015 tmrc20016 tmrc20017 tmrc20018 tmrc20019 tmrc20020 tmrc20021 
##  0.018363  0.026217  0.026359  0.020294  0.032806  0.079907  0.072428  0.032435 
## tmrc20022 tmrc20024 tmrc20025 tmrc20026 tmrc20027 tmrc20028 tmrc20031 tmrc20032 
##  0.000000  0.040538  0.063343  0.081882  0.059906  0.077365  0.045886  0.037129 
## tmrc20033 tmrc20036 tmrc20037 tmrc20038 tmrc20039 tmrc20040 tmrc20041 
##  0.000000  0.008628  0.028449  0.029649  0.041766  0.015234  0.008748
zymo_subset <- set_expt_conditions(zymo_subset, fact = "phenotypiccharacteristics")
## zymo_heat <- plot_sample_heatmap(zymo_subset, row_label = rownames(exprs(snp_subset)))

des <- both_norm$design
undef_idx <- is.na(des[["strain"]])
des[undef_idx, "strain"] <- "unknown"

##hmcols <- colorRampPalette(c("yellow","black","darkblue"))(256)
correlations <- hpgl_cor(exprs(both_norm))

zymo_missing_idx <- is.na(des[["phenotypiccharacteristics"]])
des[zymo_missing_idx, "phenotypiccharacteristics"] <- "unknown"
mydendro <- list(
  "clustfun" = hclust,
  "lwd" = 2.0)
col_data <- as.data.frame(des[, c("phenotypiccharacteristics", "clinicalcategorical")])
unknown_clinical <- is.na(col_data[["clinicalcategorical"]])
row_data <- as.data.frame(des[, c("strain")])
colnames(col_data) <- c("zymodeme", "outcome")
col_data[unknown_clinical, "outcome"] <- "undefined"

colnames(row_data) <- c("strain")
myannot <- list(
  "Col" = list("data" = col_data),
  "Row" = list("data" = row_data))
myclust <- list("cuth" = 1.0,
                "col" = BrewerClusterCol)
mylabs <- list(
  "Row" = list("nrow" = 4),
  "Col" = list("nrow" = 4))
hmcols <- colorRampPalette(c("darkblue", "beige"))(240)
map1 <- annHeatmap2(
  correlations,
  dendrogram = mydendro,
  annotation = myannot,
  cluster = myclust,
  labels = mylabs,
  ## The following controls if the picture is symmetric
  scale = "none",
  col = hmcols)
## Warning in breakColors(breaks, col): more colors than classes: ignoring 28 last
## colors
pp(file = "images/dendro_heatmap.png", image = map1, height=12, width = 12)
## annotated Heatmap
## 
## Rows: 'dendrogram' with 2 branches and 64 members total, at height 4.517 
##   11  annotation variable(s)
## Cols: 'dendrogram' with 2 branches and 64 members total, at height 4.517 
##   9  annotation variable(s)
## plot(map1)

9 Using Variant profiles to make guesses about strains and chronic/self-healing

The following uses the same information to make some guesses about the strains used in the new samples.

des <- both_norm$design
undef_idx <- is.na(des[["strain"]])
des[undef_idx, "strain"] <- "unknown"
##hmcols <- colorRampPalette(c("yellow","black","darkblue"))(256)
correlations <- hpgl_cor(exprs(both_norm))

mydendro <- list(
  "clustfun" = hclust,
  "lwd" = 2.0)
col_data <- as.data.frame(des[, c("condition")])
row_data <- as.data.frame(des[, c("strain")])
colnames(col_data) <- c("condition")
colnames(row_data) <- c("strain")
myannot <- list(
  "Col" = list("data" = col_data),
  "Row" = list("data" = row_data))
myclust <- list("cuth" = 1.0,
                "col" = BrewerClusterCol)
mylabs <- list(
  "Row" = list("nrow" = 4),
  "Col" = list("nrow" = 4))
hmcols <- colorRampPalette(c("darkblue", "beige"))(170)
map1 <- annHeatmap2(
  correlations,
  dendrogram = mydendro,
  annotation = myannot,
  cluster = myclust,
  labels = mylabs)
##  col = hmcols)
plot(map1)

pheno <- subset_expt(lp_expt, subset = "condition=='z2.2'|condition=='z2.3'")
## There were 31, now there are 18 samples.
pheno <- subset_expt(pheno, subset="!is.na(pData(pheno)[['bcftable']])")
## There were 18, now there are 18 samples.
pheno_snps <- sm(count_expt_snps(pheno, annot_column = "bcftable"))

xref_prop <- table(pheno_snps$conditions)
pheno_snps$conditions
##  [1] "z2.3" "z2.2" "z2.2" "z2.3" "z2.2" "z2.2" "z2.3" "z2.2" "z2.3" "z2.3"
## [11] "z2.2" "z2.3" "z2.3" "z2.2" "z2.3" "z2.3" "z2.2" "z2.2"
idx_tbl <- exprs(pheno_snps) > 5
new_tbl <- data.frame(row.names = rownames(exprs(pheno_snps)))
for (n in names(xref_prop)) {
  new_tbl[[n]] <- 0
  idx_cols <- which(pheno_snps[["conditions"]] == n)
  prop_col <- rowSums(idx_tbl[, idx_cols]) / xref_prop[n]
  new_tbl[n] <- prop_col
}
new_tbl[["ratio"]] <- (new_tbl[["z2.2"]] - new_tbl[["z2.3"]])
keepers <- grepl(x = rownames(new_tbl), pattern = "LpaL13")
new_tbl <- new_tbl[keepers, ]
new_tbl[["SNP"]] <- rownames(new_tbl)
new_tbl[["Chromosome"]] <- gsub(x = new_tbl[["SNP"]], pattern = "chr_(.*)_pos_.*", replacement = "\\1")
new_tbl[["Position"]] <- gsub(x = new_tbl[["SNP"]], pattern = ".*_pos_(\\d+)_.*", replacement = "\\1")
new_tbl <- new_tbl[, c("SNP", "Chromosome", "Position", "ratio")]
library(CMplot)
## Much appreciate for using CMplot.
## Full description, Bug report, Suggestion and the latest codes:
## https://github.com/YinLiLin/CMplot
CMplot(new_tbl)
##  SNP-Density Plotting.
##  Circular-Manhattan Plotting ratio.
##  Rectangular-Manhattan Plotting ratio.
##  QQ Plotting ratio.
##  Plots are stored in: /mnt/cbcb/fs01_abelew/cbcb-lab/nelsayed/scratch/atb/rnaseq/lpanamensis_tmrc_2019
if (!isTRUE(get0("skip_load"))) {
  pander::pander(sessionInfo())
  message(paste0("This is hpgltools commit: ", get_git_commit()))
  message(paste0("Saving to ", savefile))
  tmp <- sm(saveme(filename = savefile))
}
## If you wish to reproduce this exact build of hpgltools, invoke the following:
## > git clone http://github.com/abelew/hpgltools.git
## > git reset 53433f808ad055552025c90161db331405085a9e
## This is hpgltools commit: Tue May 4 12:44:03 2021 -0400: 53433f808ad055552025c90161db331405085a9e
## Saving to tmrc2_02sample_estimation_v202104.rda.xz
tmp <- loadme(filename = savefile)
---
title: "TMRC2 Comprehensive Data Analysis: 202105"
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: default
  keep_md: false
  mode: selfcontained
  number_sections: true
  self_contained: true
  theme: readable
  toc: true
  toc_float:
   collapsed: false
   smooth_scroll: false
---

<style>
  body .main-container {
    max-width: 1600px;
  }
</style>

```{r options, include = FALSE}
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)
old_options <- options(digits = 4,
                       stringsAsFactors = FALSE,
                       knitr.duplicate.label = "allow")
ggplot2::theme_set(ggplot2::theme_bw(base_size = 12))
ver <- "202104"
rundate <- format(Sys.Date(), format = "%Y%m%d")

## tmp <- try(sm(loadme(filename = gsub(pattern = "\\.Rmd", replace = "\\.rda\\.xz", x = previous_file))))
rmd_file <- "tmrc2_02sample_estimation_v202104.Rmd"
savefile <- gsub(pattern = "\\.Rmd", replace = "\\.rda\\.xz", x = rmd_file)

library(Heatplus)
```

# Introduction

This document is intended to provide a general overview of the TMRC2 samples
which have thus far been sequenced.  In some cases, this includes only those
samples starting in 2019; in other instances I am including our previous
(2015-2016) samples.

In all cases the processing performed was:

1.  Default trimming was performed.
2.  Hisat2 was used to map the remaining reads against the Leishmania
    panamensis genome revision 36.
3.  The alignments from hisat2 were used to count reads/gene against the
    revision 36 annotations with htseq.
4.  These alignments were also passed to the pileup functionality of samtools
    and the vcf/bcf utilities in order to make a matrix of all observed
    differences between each sample with respect to the reference.

The analyses in this document use the matrices of counts/gene from #3 and
variants/position from #4 in order to provide some images and metrics describing
the samples we have sequenced so far.

# Annotations

Everything which follows depends on the Existing TriTrypDB annotations revision
46, circa 2019.  The following block loads a database of these annotations and
turns it into a matrix where the rows are genes and columns are all the
annotation types provided by TriTrypDB.

The same database was used to create a matrix of orthologous genes between
L.panamensis and all of the other species in the TriTrypDB.

```{r annot}
tt <- sm(library(EuPathDB))
tt <- sm(library(org.Lpanamensis.MHOMCOL81L13.v46.eg.db))
pan_db <- org.Lpanamensis.MHOMCOL81L13.v46.eg.db
all_fields <- columns(pan_db)

all_lp_annot <- sm(load_orgdb_annotations(
    pan_db,
    keytype = "gid",
    fields = c("annot_gene_entrez_id", "annot_gene_name",
               "annot_strand", "annot_chromosome", "annot_cds_length",
               "annot_gene_product")))$genes

lp_go <- sm(load_orgdb_go(pan_db))
lp_lengths <- all_lp_annot[, c("gid", "annot_cds_length")]
colnames(lp_lengths)  <- c("ID", "length")

orthos <- sm(EuPathDB::extract_eupath_orthologs(db = pan_db))

hisat_annot <- all_lp_annot
## rownames(hisat_annot) <- paste0("exon_", rownames(hisat_annot), ".E1")
```

# TODO:

Resequence samples: TMRC20002, TMRC20006, TMRC20004 (maybe TMRC20008 and TMRC20029)

## Generate expressionsets

The first lines of the following block create the Expressionset.  All of the
following lines perform various normalizations and generate plots from it.

```{r new_samples_hisat}
sample_sheet <- glue::glue("sample_sheets/tmrc2_samples_20210512.xlsx")

lp_expt <- sm(create_expt(sample_sheet,
                          gene_info = hisat_annot,
                          id_column = "hpglidentifier",
                          file_column = "lpanamensisv36hisatfile")) %>%
  set_expt_conditions(fact = "zymodemecategorical") %>%
  subset_expt(nonzero = 8600)

libsizes <- plot_libsize(lp_expt)
libsizes$plot
## I think samples 7,10 should be removed at minimum, probably also 9,11
nonzero <- plot_nonzero(lp_expt)
nonzero$plot
plot_boxplot(lp_expt)
```

## Distribution Visualization

Najib's favorite plots are of course the PCA/TNSE.  These are nice to look at in
order to get a sense of the relationships between samples.  They also provide a
good opportunity to see what happens when one applies different normalizations,
surrogate analyses, filters, etc.  In addition, one may set different
experimental factors as the primary 'condition' (usually the color of plots) and
surrogate 'batches'.

## Susceptilibity

Column 'Q' in the sample sheet, make a categorical version of it with these parameters:

* 0 <= x <= 35 is resistant
* 36 <= x <= 48 is ambiguous
* 49 <= x is sensitive

```{r susceptibility}
starting <- as.numeric(pData(lp_expt)[["susceptibilityinfectionreduction32ugmlsbvhistoricaldata"]])
sus_categorical <- starting
na_idx <- is.na(starting)
sus_categorical[na_idx] <- "unknown"

resist_idx <- starting <= 0.35
sus_categorical[resist_idx] <- "resistant"
indeterminant_idx <- starting >= 0.36 & starting <= 0.48
sus_categorical[indeterminant_idx] <- "ambiguous"
susceptible_idx <- starting >= 0.49
sus_categorical[susceptible_idx] <- "sensitive"

pData(lp_expt$expressionset)[["sus_category"]] <- sus_categorical
```

```{r pre_questions}
clinical_samples <- lp_expt %>%
  set_expt_batches(fact = sus_categorical)

clinical_norm <- sm(normalize_expt(clinical_samples, norm = "quant", transform = "log2",
                                   convert = "cpm", batch = FALSE, filter = TRUE))
zymo_pca <- plot_pca(clinical_norm, plot_title = "PCA of parasite expression values")
pp(file = "images/zymo_pca_sus_shape.png", image = zymo_pca$plot)

zymo_3dpca <- plot_3d_pca(zymo_pca)
zymo_3dpca$plot

zymo_tsne <- plot_tsne(clinical_norm, plot_title = "TSNE of parasite expression values")
zymo_tsne$plot

clinical_nb <- normalize_expt(clinical_samples, convert = "cpm", transform = "log2",
                         filter = TRUE, batch = "svaseq")
clinical_nb_pca <- plot_pca(clinical_nb, plot_title = TRUE)
pp(file = "images/clinical_nb_pca_sus_shape.png", image = clinical_nb_pca$plot)

clinical_nb_tsne <- plot_tsne(clinical_nb)
clinical_nb_tsne$plot

corheat <- plot_corheat(clinical_norm, plot_title = "Correlation heatmap of parasite
                 expression values
")
corheat$plot

plot_sm(clinical_norm)$plot
```

## Cure/Fail status

```{r cf_status}
cf_expt <- set_expt_conditions(lp_expt, fact = "clinicalcategorical") %>%
  set_expt_batches(fact = sus_categorical)

cf_norm <- normalize_expt(cf_expt, convert = "cpm", transform = "log2",
                          norm = "quant", filter = TRUE)
start_cf <- plot_pca(cf_norm)
pp(file = "images/cf_sus_shape.png", image = start_cf$plot)

cf_nb <- normalize_expt(cf_expt, convert = "cpm", transform = "log2",
                        norm = "quant", filter = TRUE, batch = "svaseq")
cf_nb_pca <- plot_pca(cf_nb)
pp(file = "images/cf_sus_share_nb.png", image = cf_nb_pca$plot)

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

test <- pca_information(cf_norm,
                        expt_factors = c("clinicalcategorical", "zymodemecategorical",
                                         "pathogenstrain", "passagenumber"),
                        num_components = 6, plot_pcas = TRUE)
test$anova_p
```

```{r susceptibility_pca}
sus_expt <- set_expt_conditions(lp_expt, fact = "sus_category") %>%
  set_expt_batches(fact = "zymodemecategorical")
sus_norm <- normalize_expt(sus_expt, transform = "log2", convert = "cpm",
                           norm = "quant", filter = TRUE)
sus_pca <- plot_pca(sus_norm)
sus_pca$plot

sus_nb <- normalize_expt(sus_expt, transform = "log2", convert = "cpm",
                         batch = "svaseq", filter = TRUE)
sus_nb_pca <- plot_pca(sus_nb)
pp(file = "images/sus_nb_pca.png", image = sus_nb_pca$plot)
```

### Notes

The following samples are much lower coverage:

* TMRC20002
* TMRC20006
* TMRC20007
* TMRC20008

At this time, we do not have very many samples, so the set of metrics/plots is
fairly limited.  There is really only one factor in the metadata which we can
use for performing differential expression analyses, the 'zymodeme'.

# Sample Estimation

The process of sample estimation takes two primary inputs:

1.  The sample sheet, which contains all the metadata we currently have on hand,
    including filenames for the outputs of #3 and #4 above.
2.  The gene annotations.

An expressionset is a data structure used in R to examine RNASeq data.  It
is comprised of annotations, metadata, and expression data.  In the case of our
processing pipeline, the location of the expression data is provided by the
filenames in the metadata.

# Zymodeme analyses

The following sections perform a series of analyses which seek to elucidate
differences between the zymodemes 2.2 and 2.3 either through differential
expression or variant profiles.

## Differential expression

### With respect to zymodeme attribution

TODO: Do this with and without sva and compare the results.

```{r zymo_de, fig.show = "hide"}
zy_expt <- subset_expt(lp_expt, subset = "condition=='z2.2'|condition=='z2.3'")
zy_norm <- normalize_expt(zy_expt, filter = TRUE, convert = "cpm", norm = "quant")
zy_de_nobatch <- sm(all_pairwise(zy_expt, filter = TRUE, model_batch = "svaseq"))
zy_de <- sm(all_pairwise(zy_expt, filter = TRUE, model_batch = "svaseq"))
zy_table <- sm(combine_de_tables(zy_de, excel = glue::glue("excel/zy_tables-v{ver}.xlsx")))
zy_sig <- sm(extract_significant_genes(zy_table, excel = glue::glue("excel/zy_sig-v{ver}.xlsx")))
```

### Images of zymodeme DE

```{r zymod_de_pictures}
zy_table[["plots"]][["z23_vs_z22"]][["deseq_ma_plots"]][["plot"]]
```

## With respect to cure/failure

In contrast, we can search for genes which are differentially
expressed with respect to cure/failure status.

```{r curefail_de, fig.show = "hide"}
cf_de <- sm(all_pairwise(cf_expt, filter = TRUE, model_batch = "svaseq"))
cf_table <- sm(combine_de_tables(cf_de, excel = glue::glue("excel/cf_tables-v{ver}.xlsx")))
cf_sig <- sm(extract_significant_genes(cf_table, excel = glue::glue("excel/cf_sig-v{ver}.xlsx")))
```

## With respect to susceptibility

Finally, we can use our category of susceptibility and look for genes
which change from sensitive to resistant.  Keep in mind, though, that
for the moment we have a lot of ambiguous and unknown strains.

```{r curefail_de, fig.show = "hide"}
sus_de <- sm(all_pairwise(sus_expt, filter = TRUE, model_batch = "svaseq"))
sus_table <- sm(combine_de_tables(sus_de, excel = glue::glue("excel/sus_tables-v{ver}.xlsx")))
sus_sig <- sm(extract_significant_genes(sus_table, excel = glue::glue("excel/sus_sig-v{ver}.xlsx")))
```

## Ontology searches

Now let us look for ontology categories which are increased in the 2.3
samples followed by the 2.2 samples.

```{r go, sig.show = "hide"}
## Gene categories more represented in the 2.3 group.
zy_go_up <- sm(simple_goseq(sig_genes = zy_sig[["deseq"]][["ups"]][[1]],
                            go_db = lp_go, length_db = lp_lengths))

## Gene categories more represented in the 2.2 group.
zy_go_down <- sm(simple_goseq(sig_genes = zy_sig[["deseq"]][["downs"]][[1]],
                              go_db = lp_go, length_db = lp_lengths))
```

### A couple plots from the differential expression

#### Number of genes in agreement among DE methods, 2.3 more than 2.2

In the function 'combined_de_tables()' above, one of the tasks
performed is to look at the agreement among DESeq2, limma, and edgeR.
The following show a couple of these for the set of genes observed
with a fold-change >= |2| and adjusted p-value <= 0.05.

```{r de_plots}
zy_table[["venns"]][[1]][["p_lfc1"]][["up_noweight"]]
```

#### Number of genes in agreement among DE methods, 2.2 more than 2.3

```{r de_plots}
zy_table[["venns"]][[1]][["p_lfc1"]][["down_noweight"]]
```

#### MA plot of the differential expression between the zymodemes.

```{r other_plots}
zy_table$plots[[1]][["deseq_ma_plots"]][["plot"]]
```

#### goseq ontology plots of groups of genes, 2.3 more than 2.2

```{r goseq_up}
zy_go_up$pvalue_plots$bpp_plot_over
```

#### goseq ontology plots of groups of genes, 2.2 more than 2.3

```{r goseq_down}
zy_go_down$pvalue_plots$bpp_plot_over
```

## Zymodeme enzyme gene IDs

Najib read me an email listing off the gene names associated with the zymodeme
classification.  I took those names and cross referenced them against the
Leishmania panamensis gene annotations and found the following:

They are:

1. ALAT: LPAL13_120010900 -- alanine aminotransferase
2. ASAT: LPAL13_340013000 -- aspartate aminotransferase
3. G6PD: LPAL13_000054100 -- glucase-6-phosphate 1-dehydrogenase
4. NH: LPAL13_14006100, LPAL13_180018500 -- inosine-guanine nucleoside hydrolase
5. MPI: LPAL13_320022300 (maybe) -- mannose phosphate isomerase (I chose phosphomannose isomerase)

Given these 6 gene IDs (NH has two gene IDs associated with it), I can do some
looking for specific differences among the various samples.

### Expression levels of zymodeme genes

The following creates a colorspace (red to green) heatmap showing the observed
expression of these genes in every sample.

```{r zymodemes}
my_genes <- c("LPAL13_120010900", "LPAL13_340013000", "LPAL13_000054100",
              "LPAL13_140006100", "LPAL13_180018500", "LPAL13_320022300",
              "other")
my_names <- c("ALAT", "ASAT", "G6PD", "NHv1", "NHv2", "MPI", "other")

zymo_expt <- exclude_genes_expt(zy_norm, ids = my_genes, method = "keep")
zymo_heatmap <- plot_sample_heatmap(zymo_expt, row_label = my_names)
zymo_heatmap
```

## Empirically observed Zymodeme genes from differential expression analysis

In contrast, the following plots take the set of genes which are shared among
all differential expression methods (|lfc| >= 1.0 and adjp <= 0.05) and use them
to make categories of genes which are increased in 2.3 or 2.2.

```{r zymodeme_genes_empirical}
shared_zymo <- intersect_significant(zy_table)
up_shared <- shared_zymo[["ups"]][[1]][["data"]][["all"]]
rownames(up_shared)
upshared_expt <- exclude_genes_expt(zy_norm, ids = rownames(up_shared), method = "keep")
```

We can plot a quick heatmap to get a sense of the differences observed
between the genes which are different between the two zymodemes.

### Heatmap of zymodeme gene expression increased in 2.3 vs. 2.2

```{r zymoempup}
high_23_heatmap <- plot_sample_heatmap(upshared_expt, row_label = rownames(up_shared))
high_23_heatmap
```

### Heatmap of zymodeme gene expression increased in 2.2 vs. 2.3

```{r zymoemdown}
down_shared <- shared_zymo[["downs"]][[1]][["data"]][["all"]]
downshared_expt <- exclude_genes_expt(zy_norm, ids = rownames(down_shared), method = "keep")
high_22_heatmap <- plot_sample_heatmap(downshared_expt, row_label = rownames(down_shared))
high_22_heatmap
```

# SNP profiles

Now I will combine our previous samples and our new samples in the
hopes of finding variant positions which help elucidate currently
unknown aspects of either group via their clustering to known samples
from the other group. In other words, we do not know the zymodeme
annotations for the old samples nor the strain identities (or the
shortcut 'chronic vs. self-healing') for the new samples. I hope to
make educated guesses given the variant profiles. There are some
differences in how the previous and current data sets were analyzed
(though I have since redone the old samples so it should be trivial to
remove those differences now).

I added our 2016 data to a specific TMRC2 sample sheet,
dated 20191203.  Thus I will load the data here.  That previous data
was mapped using tophat, so I will also need to make some changes to
the gene names to accomodate the two mappings.

```{r oldnew_variants}
old_expt <- sm(create_expt("sample_sheets/tmrc2_samples_20191203.xlsx",
                           file_column = "tophat2file"))

tt <- lp_expt$expressionset
rownames(tt) <- gsub(pattern = "^exon_", replacement = "", x = rownames(tt))
rownames(tt) <- gsub(pattern = "\\.E1$", replacement = "", x = rownames(tt))
lp_expt$expressionset <- tt

tt <- old_expt$expressionset
rownames(tt) <- gsub(pattern = "^exon_", replacement = "", x = rownames(tt))
rownames(tt) <- gsub(pattern = "\\.1$", replacement = "", x = rownames(tt))
old_expt$expressionset <- tt
```

## Create the SNP expressionset

One other important caveat, we have a group of new samples which have
not yet run through the variant search pipeline, so I need to remove
them from consideration.  Though it looks like they finished overnight...

```{r count_expt_old_new}
## The next line drops the samples which are missing the SNP pipeline.
lp_snp <- subset_expt(lp_expt, subset="!is.na(pData(lp_expt)[['bcftable']])")
new_snps <- sm(count_expt_snps(lp_snp, annot_column = "bcftable"))
old_snps <- sm(count_expt_snps(old_expt, annot_column = "bcftable", snp_column = 2))

both_snps <- combine_expts(new_snps, old_snps)
both_norm <- sm(normalize_expt(both_snps, transform = "log2", convert = "cpm", filter = TRUE))

## strains <- both_norm[["design"]][["strain"]]
both_norm <- set_expt_conditions(both_norm, fact = "strain")
```

The data structure 'both_norm' now contains our 2016 data along with
the newer data collected since 2019.

## Plot of SNP profiles for zymodemes

The following plot shows the SNP profiles of all samples (old and new) where the
colors at the top show either the 2.2 strains (orange), 2.3 strains (green), the
previous samples (purple), or the various lab strains (pink etc).

```{r plotting_variants}
old_new_variant_heatmap <- plot_disheat(both_norm)
pp(file = "images/raw_snp_disheat.png", image = old_new_variant_heatmap,
   height = 12, width = 12)
```

The function get_snp_sets() takes the provided metadata factor (in
this case 'condition') and looks for variants which are exclusive to
each element in it.  In this case, this is looking for differences
between 2.2 and 2.3, as well as the set shared among them.

```{r get_snp_sets1}
snp_sets <- get_snp_sets(both_snps, factor = "condition")
both_expt <- combine_expts(lp_expt, old_expt)
snp_genes <- sm(snps_vs_genes(both_expt, snp_sets, expt_name_col = "chromosome"))

snp_subset <- sm(snp_subset_genes(
  both_expt, both_snps,
  genes = c("LPAL13_120010900", "LPAL13_340013000", "LPAL13_000054100",
          "LPAL13_140006100", "LPAL13_180018500", "LPAL13_320022300")))
## zymo_heat <- plot_sample_heatmap(snp_subset, row_label = rownames(exprs(snp_subset)))
```

# Clinical response for new samples

```{r snp_clinical}
clinical_sets <- get_snp_sets(new_snps, factor = "clinicalresponse")
clinical_genes <- sm(snps_vs_genes(lp_expt, clinical_sets, expt_name_col = "chromosome"))
clinical_snps <- snps_intersections(lp_expt, clinical_sets, chr_column = "chromosome")
head(as.data.frame(clinical_snps$inters[["Failure"]]))
head(as.data.frame(clinical_snps$inters[["Cure"]]))

head(clinical_snps$gene_summaries$Failure)
head(clinical_snps$gene_summaries$Cure)

annot <- fData(lp_expt)
clinical_interest <- as.data.frame(clinical_snps[["gene_summaries"]][["Cure"]])
clinical_interest <- merge(clinical_interest, as.data.frame(clinical_snps[["gene_summaries"]][["Failure"]]), by = "row.names")
rownames(clinical_interest) <- clinical_interest[["Row.names"]]
clinical_interest[["Row.names"]] <- NULL
colnames(clinical_interest) <- c("cure_snps","fail_snps")
annot <- merge(annot, clinical_interest, by = "row.names")
rownames(annot) <- annot[["Row.names"]]
annot[["Row.names"]] <- NULL
fData(lp_expt$expressionset) <- annot
```

# Zymodeme for new samples

The heatmap produced here should show the variants only for the zymodeme genes.

## Hunt for snp clusters

I am thinking that if we find clusters of locations which are variant, that
might provide some PCR testing possibilities.

```{r new_zymo}
new_sets <- get_snp_sets(new_snps, factor = "phenotypiccharacteristics")
summary(new_sets)
## 1000000: 2.2
## 0100000: 2.3

summary(new_sets[["intersections"]][["100000"]])
dim(new_sets$intersections[["100000"]])

sequential_variants <- function(snp_sets, conditions = NULL, minimum = 3, maximum_separation = 3) {
  if (is.null(conditions)) {
    conditions <- 1
  }
  intersection_sets <- snp_sets[["intersections"]]
  intersection_names <- snp_sets[["set_names"]]
  chosen_intersection <- 1
  if (is.numeric(conditions)) {
    chosen_intersection <- conditions
  } else {
    intersection_idx <- intersection_names == conditions
    chosen_intersection <- names(intersection_names)[intersection_idx]
  }

  possible_positions <- intersection_sets[[chosen_intersection]]
  position_table <- data.frame(row.names = possible_positions)
  pat <- "^chr_(.+)_pos_(.+)_ref_.*$"
  position_table[["chr"]] <- gsub(pattern = pat, replacement = "\\1", x = rownames(position_table))
  position_table[["pos"]] <- as.numeric(gsub(pattern = pat, replacement = "\\2", x = rownames(position_table)))
  position_idx <- order(position_table[, "chr"], position_table[, "pos"])
  position_table <- position_table[position_idx, ]
  position_table[["dist"]] <- 0

  last_chr <- ""
  for (r in 1:nrow(position_table)) {
    this_chr <- position_table[r, "chr"]
    if (r == 1) {
      position_table[r, "dist"] <- position_table[r, "pos"]
      last_chr <- this_chr
      next
    }
    if (this_chr == last_chr) {
      position_table[r, "dist"] <- position_table[r, "pos"] - position_table[r - 1, "pos"]
    } else {
      position_table[r, "dist"] <- position_table[r, "pos"]
    }
    last_chr <- this_chr
  }

  sequentials <- position_table[["dist"]] <= maximum_separation

  ## The following can tell me how many runs of each length occurred, that is not quite what I want.
  ## Now use run length encoding to find the set of sequential sequentials!
  rle_result <- rle(sequentials)
  rle_values <- rle_result[["values"]]
  ## The following line is equivalent to just leaving values alone:
  ## true_values <- rle_result[["values"]] == TRUE
  rle_lengths <- rle_result[["lengths"]]
  true_sequentials <- rle_lengths[rle_values]
  rle_idx <- cumsum(rle_lengths)[which(rle_values)]

  position_table[["last_sequential"]] <- 0
  count <- 0
  for (r in rle_idx) {
    count <- count + 1
    position_table[r, "last_sequential"] <- true_sequentials[count]
  }

  wanted_idx <- position_table[["last_sequential"]] >= minimum
  wanted <- position_table[wanted_idx, c("chr", "pos")]
  return(wanted)
}

zymo22_sequentials <- sequential_variants(new_sets, conditions = "2.2")
zymo22_sequentials
zymo23_sequentials <- sequential_variants(new_sets, conditions = "2.3")
zymo23_sequentials
```

```{r zymo_heatmaps}
snp_genes <- sm(snps_vs_genes(lp_expt, new_sets, expt_name_col = "chromosome"))
new_zymo_norm  <- normalize_expt(new_snps, filter = TRUE, convert = "cpm", norm = "quant", transform = TRUE)
new_zymo_norm <- set_expt_conditions(new_zymo_norm, fact = "phenotypiccharacteristics")
zymo_heat <- plot_disheat(new_zymo_norm)

zymo_subset <- snp_subset_genes(lp_expt, new_snps,
                                genes = c("LPAL13_120010900", "LPAL13_340013000", "LPAL13_000054100",
                                        "LPAL13_140006100", "LPAL13_180018500", "LPAL13_320022300"))

zymo_subset <- set_expt_conditions(zymo_subset, fact = "phenotypiccharacteristics")
## zymo_heat <- plot_sample_heatmap(zymo_subset, row_label = rownames(exprs(snp_subset)))

des <- both_norm$design
undef_idx <- is.na(des[["strain"]])
des[undef_idx, "strain"] <- "unknown"

##hmcols <- colorRampPalette(c("yellow","black","darkblue"))(256)
correlations <- hpgl_cor(exprs(both_norm))

zymo_missing_idx <- is.na(des[["phenotypiccharacteristics"]])
des[zymo_missing_idx, "phenotypiccharacteristics"] <- "unknown"
mydendro <- list(
  "clustfun" = hclust,
  "lwd" = 2.0)
col_data <- as.data.frame(des[, c("phenotypiccharacteristics", "clinicalcategorical")])
unknown_clinical <- is.na(col_data[["clinicalcategorical"]])
row_data <- as.data.frame(des[, c("strain")])
colnames(col_data) <- c("zymodeme", "outcome")
col_data[unknown_clinical, "outcome"] <- "undefined"

colnames(row_data) <- c("strain")
myannot <- list(
  "Col" = list("data" = col_data),
  "Row" = list("data" = row_data))
myclust <- list("cuth" = 1.0,
                "col" = BrewerClusterCol)
mylabs <- list(
  "Row" = list("nrow" = 4),
  "Col" = list("nrow" = 4))
hmcols <- colorRampPalette(c("darkblue", "beige"))(240)
map1 <- annHeatmap2(
  correlations,
  dendrogram = mydendro,
  annotation = myannot,
  cluster = myclust,
  labels = mylabs,
  ## The following controls if the picture is symmetric
  scale = "none",
  col = hmcols)
pp(file = "images/dendro_heatmap.png", image = map1, height=12, width = 12)
## plot(map1)
```

# Using Variant profiles to make guesses about strains and chronic/self-healing

The following uses the same information to make some guesses about the strains
used in the new samples.

```{r old_and_new_chronic}
des <- both_norm$design
undef_idx <- is.na(des[["strain"]])
des[undef_idx, "strain"] <- "unknown"
##hmcols <- colorRampPalette(c("yellow","black","darkblue"))(256)
correlations <- hpgl_cor(exprs(both_norm))

mydendro <- list(
  "clustfun" = hclust,
  "lwd" = 2.0)
col_data <- as.data.frame(des[, c("condition")])
row_data <- as.data.frame(des[, c("strain")])
colnames(col_data) <- c("condition")
colnames(row_data) <- c("strain")
myannot <- list(
  "Col" = list("data" = col_data),
  "Row" = list("data" = row_data))
myclust <- list("cuth" = 1.0,
                "col" = BrewerClusterCol)
mylabs <- list(
  "Row" = list("nrow" = 4),
  "Col" = list("nrow" = 4))
hmcols <- colorRampPalette(c("darkblue", "beige"))(170)
map1 <- annHeatmap2(
  correlations,
  dendrogram = mydendro,
  annotation = myannot,
  cluster = myclust,
  labels = mylabs)
##  col = hmcols)
plot(map1)
```

```{r theresa_idea}
pheno <- subset_expt(lp_expt, subset = "condition=='z2.2'|condition=='z2.3'")
pheno <- subset_expt(pheno, subset="!is.na(pData(pheno)[['bcftable']])")
pheno_snps <- sm(count_expt_snps(pheno, annot_column = "bcftable"))

xref_prop <- table(pheno_snps$conditions)
pheno_snps$conditions
idx_tbl <- exprs(pheno_snps) > 5
new_tbl <- data.frame(row.names = rownames(exprs(pheno_snps)))
for (n in names(xref_prop)) {
  new_tbl[[n]] <- 0
  idx_cols <- which(pheno_snps[["conditions"]] == n)
  prop_col <- rowSums(idx_tbl[, idx_cols]) / xref_prop[n]
  new_tbl[n] <- prop_col
}
new_tbl[["ratio"]] <- (new_tbl[["z2.2"]] - new_tbl[["z2.3"]])
keepers <- grepl(x = rownames(new_tbl), pattern = "LpaL13")
new_tbl <- new_tbl[keepers, ]
new_tbl[["SNP"]] <- rownames(new_tbl)
new_tbl[["Chromosome"]] <- gsub(x = new_tbl[["SNP"]], pattern = "chr_(.*)_pos_.*", replacement = "\\1")
new_tbl[["Position"]] <- gsub(x = new_tbl[["SNP"]], pattern = ".*_pos_(\\d+)_.*", replacement = "\\1")
new_tbl <- new_tbl[, c("SNP", "Chromosome", "Position", "ratio")]
library(CMplot)
CMplot(new_tbl)
```

```{r saveme}
if (!isTRUE(get0("skip_load"))) {
  pander::pander(sessionInfo())
  message(paste0("This is hpgltools commit: ", get_git_commit()))
  message(paste0("Saving to ", savefile))
  tmp <- sm(saveme(filename = savefile))
}
```

```{r loadme_after, eval = FALSE}
tmp <- loadme(filename = savefile)
```
