Created
April 17, 2016 08:04
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testRobustness <- function(t = (252 * 7)) { | |
# Generate an underlying signal. | |
signal <- sin(seq(1, t)) / 50 | |
signal <- signal - mean(signal) | |
# For different noise levels | |
sds <- seq(0.0, 0.020, 0.0005) | |
cratios <- c() | |
for (s in sds) { | |
# Generate a noisy signal | |
noise <- rnorm(t, mean = 0, sd = s) | |
returns <- signal + noise | |
# Binarize the data. | |
returns[returns < 0] <- 0 | |
returns[returns > 0] <- 1 | |
# Convert into raw hexadecimal. | |
hexrets <- bin2rawhex(returns) | |
# Compute the compression ratio | |
cratios <- c(cratios, length(memCompress(hexrets)) / | |
length(hexrets)) | |
# Plot the returns for the eye ball test. | |
dates <- seq.Date(Sys.Date(), Sys.Date() + (252 * 7) - 1, 1) | |
# plot.ts(xts(signal + noise, order.by = dates)) | |
if (s %in% c(0.010, 0.015, 0.020)) { | |
charts.PerformanceSummary(xts(signal + noise, order.by = dates)) | |
} | |
} | |
# Plot the compression ratios. | |
plot(sds, cratios) | |
} |
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