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Choose a time window (i.e. 25 weeks) and for each window, linearly regress the subset of closing values

Choose an investment strategy based on the residuals, the running average of slope coefficients, or the running average of correlation with data points

The idea is quite simple, and so far, from Timely Portfolio’s post, it looks like the drawdown is behaving nicely.

It seems like the idea could be extended to a non-linear method. The residuals are getting larger and larger, and this indicates that linear methods are less reliable as time goes by.

# code from Timely Portfolio
# http://timelyportfolio.blogspot.ca/2011/08/unrequited-lm-love.html
require(PerformanceAnalytics)
require(quantmod)
getSymbols("^GSPC",from="1896-01-01",to=Sys.Date())
GSPC <- to.weekly(GSPC)[,4]
width = 25
for (i in (width+1):NROW(GSPC)) {
linmod <- lm(GSPC[((i-width):i),1]~index(GSPC[((i-width):i)]))
ifelse(i==width+1,signal <- coredata(linmod$residuals[length(linmod$residuals)]),
signal <- rbind(signal,coredata(linmod$residuals[length(linmod$residuals)])))
}
signal <- as.xts(signal,order.by=index(GSPC[(width+1):NROW(GSPC)]))
plot(signal, main="Residuals through time")
plot(log(signal), main="Log of Residuals through time")

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