Mercurial > repos > guerler > charts
view histogram.r @ 39:3429fb2755b5 draft
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author | guerler |
---|---|
date | Fri, 09 May 2014 01:00:08 -0400 |
parents | 524184c2f524 |
children | b84a193361be |
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# binsize min_binsize = 10 # lower boundary lowerboundary <- function(x, increment) { return (floor(x / increment) * increment) } # upper boundary upperboundary <- function(x, increment) { return (ceiling(x / increment) * increment) } # round to decimals roundup <- function(x) { return (sign(x) * 10^ceiling(log10(abs(x)))) } # wrapper wrapper <- function(table, columns, options) { # get binsize binsize = max(as.integer(options$binsize), min_binsize) # initialize output list l <- list() # loop through all columns m <- list() for (key in names(columns)) { # load column data column <- as.numeric(columns[key]) column_data <- sapply( table[column], as.numeric ) # collect vectors in list m <- append(m, list(column_data)) } # get min/max boundaries min_value <- min(unlist(m)) max_value <- max(unlist(m)) # identify range diff <- max_value - min_value # identify increment increment <- roundup(diff / binsize) # fix min value min_value <- lowerboundary(min_value, increment) max_value <- upperboundary(max_value, increment) # update range diff <- max_value - min_value # fix bin size binsize = round(diff / increment) # fix max value max_value <- min_value + binsize * increment # check if single bin is enough if (min_value == max_value) { l <- append(l, max_value) for (key in seq(m)) { l <- append(l, 1.0) } return (l) } # fix range and bins bin_seq = seq(min_value, max_value, by=increment) # add as first column l <- append(l, list(bin_seq[2: length(bin_seq)])) # loop through all columns for (key in seq(m)) { # load column data column_data <- m[[key]] # create hist data hist_data <- hist(column_data, breaks=bin_seq, plot=FALSE) # normalize densities count_sum <- sum(hist_data$counts) if (count_sum > 0) { hist_data$counts = hist_data$counts / count_sum } # collect vectors in list l <- append(l, list(hist_data$counts)) } # return return (l) }