geposan/R/neural.R

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# Find genes by training a neural network on reference position data.
#
# @param seed A seed to get reproducible results.
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neural <- function(preset,
use_positions = FALSE,
progress = NULL,
seed = 448077) {
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species_ids <- preset$species_ids
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gene_ids <- preset$gene_ids
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reference_gene_ids <- preset$reference_gene_ids
cached(
"neural",
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c(species_ids, gene_ids, reference_gene_ids, use_positions),
{ # nolint
set.seed(seed)
gene_count <- length(gene_ids)
# Prefilter distances by species.
distances <- geposan::distances[species %chin% species_ids]
# Input data for the network. This contains the gene ID as an
# identifier as well as the per-species gene distances as input
# variables.
data <- data.table(gene = gene_ids)
# Buffer to keep track of species included in the computation.
# Species from `species_ids` may be excluded if they don't have
# enough data.
species_ids_included <- NULL
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# Make a column containing positions for each species.
for (species_id in species_ids) {
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species_data <- if (use_positions) {
setnames(distances[
species == species_id,
.(gene, position)
], "position", "distance")
} else {
distances[
species == species_id,
.(gene, distance)
]
}
# Only include species with at least 25% known values.
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species_data <- stats::na.omit(species_data)
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if (nrow(species_data) >= 0.25 * gene_count) {
species_ids_included <- c(species_ids_included, species_id)
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data <- merge(data, species_data, all.x = TRUE)
# Replace missing data with mean values. The neural network
# can't handle NAs in a meaningful way. Choosing extreme
# values here would result in heavily biased results.
# Therefore, the mean value is chosen as a compromise.
# However, this will of course lessen the significance of
# the results.
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mean_distance <- round(species_data[, mean(distance)])
data[is.na(distance), distance := mean_distance]
# Name the new column after the species.
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setnames(data, "distance", species_id)
}
}
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# Extract the reference genes.
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reference_data <- data[gene %chin% reference_gene_ids]
reference_data[, neural := 1.0]
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# Take out random samples from the remaining genes. This is another
# compromise with a negative impact on significance. Because there
# is no information on genes with are explicitely *not* TPE-OLD
# genes, we have to assume that a random sample of genes has a low
# probability of including TPE-OLD genes.
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without_reference_data <- data[!gene %chin% reference_gene_ids]
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reference_samples <- without_reference_data[
sample(
nrow(without_reference_data),
nrow(reference_data)
)
]
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reference_samples[, neural := 0.0]
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# Merge training data. The training data includes all reference
# genes as well as an equal number of random sample genes.
training_data <- rbindlist(list(reference_data, reference_samples))
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# Construct and train the neural network.
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nn_formula <- stats::as.formula(sprintf(
"neural~%s",
paste(species_ids_included, collapse = "+")
))
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layer1 <- length(species_ids) * 0.66
layer2 <- layer1 * 0.66
layer3 <- layer2 * 0.66
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nn <- neuralnet::neuralnet(
nn_formula,
training_data,
hidden = c(layer1, layer2, layer3),
linear.output = FALSE
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)
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if (!is.null(progress)) {
progress(0.33)
}
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# Apply the neural network.
data[, score := neuralnet::compute(nn, data)$net.result]
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# Reconstruct and run the neural network for each training gene
# by training it without the respective gene.
for (gene_id in training_data$gene) {
nn <- neuralnet::neuralnet(
nn_formula,
training_data[gene != gene_id],
hidden = c(layer1, layer2, layer3),
linear.output = FALSE
)
data[
gene == gene_id,
score := neuralnet::compute(
nn,
training_data[gene == gene_id]
)$net.result
]
}
if (!is.null(progress)) {
progress(1.0)
}
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data[, .(gene, score)]
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}
)
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}