View source: R/predictGweonsNearestNeighbor.R
predictGweonsNearestNeighbor | R Documentation |
Function does the same preprocessing as in trainGweonsNearestNeighbor
and predicts codes with a modified 1-nearest-neighbor approach.
predictGweonsNearestNeighbor(
model,
newdata,
tuning = list(nearest.neighbors.multiplier = 0.1)
)
model |
the output created from |
newdata |
eiter a data.table created with |
tuning |
a list with element
|
a data.table of class occupationalPredictions
that contains predicted probabilities pred.prob
for every combination of ans
and pred.code
. pred.code may not cover the full set of possible codes. If all predicted codes have probability 0, these predictions are removed and we instead insert pred.code := "-9999"
with pred.prob = 1/num.allowed.codes
.
trainGweonsNearestNeighbor
Gweon, H.; Schonlau, M., Kaczmirek, L., Blohm, M., Steiner, S. (2017). Three Methods for Occupation Coding Based on Statistical Learning. Journal of Official Statistics 33(1), pp. 101–122
This function is based on https://github.com/hgweon/occupation-coding/blob/master/Modified_NN.r. Considerable speed improvements were implemented.
# set up data
data(occupations)
allowed.codes <- c("71402", "71403", "63302", "83112", "83124", "83131", "83132", "83193", "83194", "-0004", "-0030")
allowed.codes.titles <- c("Office clerks and secretaries (without specialisation)-skilled tasks", "Office clerks and secretaries (without specialisation)-complex tasks", "Gastronomy occupations (without specialisation)-skilled tasks",
"Occupations in child care and child-rearing-skilled tasks", "Occupations in social work and social pedagogics-highly complex tasks", "Pedagogic specialists in social care work and special needs education-unskilled/semiskilled tasks", "Pedagogic specialists in social care work and special needs education-skilled tasks", "Supervisors in education and social work, and of pedagogic specialists in social care work", "Managers in education and social work, and of pedagogic specialists in social care work",
"Not precise enough for coding", "Student assistants")
proc.occupations <- removeFaultyAndUncodableAnswers_And_PrepareForAnalysis(occupations, colNames = c("orig_answer", "orig_code"), allowed.codes, allowed.codes.titles)
## split sample
set.seed(3451345)
n.test <- 50
group <- sample(c(rep("test", n.test), rep("training", nrow(proc.occupations) - n.test)))
splitted.data <- split(proc.occupations, group)
# train model and make predictions
model <- trainGweonsNearestNeighbor(splitted.data$train,
preprocessing = list(stopwords = tm::stopwords("de"), stemming = "de", strPreprocessing = TRUE, removePunct = FALSE))
predictGweonsNearestNeighbor(model, c("test", "HIWI", "Hilfswissenschaftler"))
res <- predictGweonsNearestNeighbor(model, splitted.data$test)
# look at most probable answer from each id
res[, .SD[which.max(pred.prob), list(ans, true.code = code, pred.code, acc = code == pred.code)], by = id]
res[, .SD[which.max(pred.prob), list(ans, true.code = code, pred.code, acc = code == pred.code)], by = id][, mean(acc)] # calculate accurac of predictions
# for further analysis we usually require further processing:
produceResults(expandPredictionResults(res, allowed.codes, method.name = "GweonsNearestNeighbor"), k = 1, n = n.test, num.codes = length(allowed.codes))
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