Maximum weight of the low vol cohorts

March 29, 2012

Maximum weight was constrained to 4% at the start of 2007, how does that grow when unhindered?

Previously

“Low (and high) volatility strategy effects” created 6 sets of random portfolios as of 2007 and showed their performance up to about a month ago.

“Rebalancing the low vol cohorts” looked at how much turnover was required to move back to the constraints.  This post looks at one of those constraints — how far away from the maximum weight of 4% have we drifted?

Pictures

Figure 1: Distribution of maximum weight for the “vanilla” portfolios. Quiz: Which 3 stocks from the S&P 500 are responsible for the values over 15% in Figure 1? (answer below)

Figure 2: Distribution of maximum weight for the “low variance” portfolios. All these figures are based on only 1000 portfolios, so the specific features of the densities are somewhat noisy.  However,  looking at several bootstraps of the “low variance” maximum weights suggests that the density really is bimodal (and possibly trimodal).  Why would that be?

Figure 3: Distribution of maximum weight for the “low volatility” portfolios.

Figure 4: Distribution of maximum weight for the “low beta” portfolios.

Figure 5: Distribution of maximum weight for the “high volatility” portfolios.

Figure 6: Distribution of maximum weight for the “high beta” portfolios.

Quiz answer

Of the weights in Figure 1 over 15%: 9 were AAPL, 32 were CF and 55 were PCLN (and the top 37).

Subscribe to the Portfolio Probe blog by Email

Leave a Reply

Related posts

  • October 12, 2010

    Isn't the horse facing the cart? "A New Look At Minimum Variance Investing" by Bernd Scherer (SSRN version) looks at a few aspects of minimum variance portfolios. We've been [...]

  • October 4, 2010

    It was the best of times, it was the worst of times. As you may have guessed, this is a mashup of a novel by Charles Dickens and an [...]

  • September 20, 2010

    Before we get to the meat of the subject, I just have to comment on the "modern" of Modern Portfolio Theory. Figure 1: Modern telephone switch Figure 1 shows [...]