Foreign Stock Investing and Diversification (EEM, EFA) [View article]
Holy jeepers, I think he was regressing prices, not returns. Could you be a little more clear on what you mean by, "if you do factor analysis?" The only way I get .97 with daily numbers from Yahoo back to EEM inception is with price regression. Using returns (including VIX "returns"), I only get daily r-squareds around 0.7.
Foreign Stock Investing and Diversification (EEM, EFA) [View article]
All you need to know about his data set is found in the three letters "EEM". That fund started in May 2003. It is my distinct suspicion that as a result of the very short time frame, our intrepid analyst used daily price movements. Me, I am a fan of using monthly numbers (which tend to flatten out daily noise to a certain extent) and time periods as long as I can get, to maximize the market regimes I can analyze. 5/03-present includes precisely two regimes: a trending global equity upswing favoring emerging markets, and a trending global equity downswing hitting the same group the hardest. Of course his PCA has .97 explanatory power -- it just says very, very little.
Let me grab some slightly longer time frames and run a simple monthly regression. While non-US equity investing can never diversify away your systematic market risk, the idea that it is of little or no benefit does not pass the smell test. Lessee... scribble scribble..
OK, I can't get total returns on short notice. I can grab GFD's price indexes through my old university library. Here's an ordinary least-squares run of the S&P versus GFD's World-ex-US and Emerging Markets price indexes, for which I have concurrent returns from July 1920, so over a thousand months and many different market regimes:
Foreign Stock Investing and Diversification (EEM, EFA) [View article]
Foreign Stock Investing and Diversification (EEM, EFA) [View article]
Check out the R output at www.bignose.org/~wcw/GFDEMregression....
As I said, .97 it surely, surely ain't.
Foreign Stock Investing and Diversification (EEM, EFA) [View article]
Let me grab some slightly longer time frames and run a simple monthly regression. While non-US equity investing can never diversify away your systematic market risk, the idea that it is of little or no benefit does not pass the smell test. Lessee... scribble scribble..
OK, I can't get total returns on short notice. I can grab GFD's price indexes through my old university library. Here's an ordinary least-squares run of the S&P versus GFD's World-ex-US and Emerging Markets price indexes, for which I have concurrent returns from July 1920, so over a thousand months and many different market regimes:
> print(summary(lm(SPXpr ~ xUSpr + GFD.EMpr, data=emp)), digits=1)
Call:
lm(formula = SPXpr ~ xUSpr + GFD.EMpr, data = emp)
Residuals:
Min 1Q Median 3Q Max
-2e-01 -2e-02 -5e-04 3e-02 4e-01
Coefficients:
Estimate Std. Error t value Pr(>|t|)
(Intercept) 0.003 0.002 2 0.03 *
xUSpr 0.442 0.042 10
Adjusted r-squared here is 0.2. A little different than .97, don't you think?