What is a 'ZeroBeta Portfolio'
A zerobeta portfolio is a portfolio constructed to have zero systematic risk or, in other words, a beta of zero. A zerobeta portfolio would have the same expected return as the riskfree rate. Such a portfolio would have zero correlation with market movements, given that its expected return equals the riskfree rate or a relatively low rate of return compared to higherbeta portfolios.
BREAKING DOWN 'ZeroBeta Portfolio'
A zerobeta portfolio is quite unlikely to attract investor interest in bull markets, since such a portfolio has no market exposure and would therefore underperform a diversified market portfolio. It may attract some interest during a bear market, but investors are likely to question whether merely investing in riskfree, shortterm treasuries is a better and cheaper alternative to a zerocost portfolio.
Beta and Formula
Beta measures a stock's (or other security's) sensitivity to a price movement of a specifically referenced market index. This statistic measures if the investment is more or less volatile compared to the market index it is being measured against. A beta of more than one indicates that the investment is more volatile than the market, while a beta less than one indicates the investment is less volatile than the market. Negative betas are possible, and indicate that the investment moves in an opposite direction than the particular market measure.
For example, imagine a large cap stock. It's possible that this stock could have a beta of 0.97 versus the Standard and Poor's (S&P) 500 index (a large cap stock index), while simultaneously having a beta of 0.7 versus the Russell 2000 index (a small cap stock index). At the same time, it could be possible the company would have a negative beta to a very unrelated index, such as an emerging market debt index.
The formula for beta is:
Beta = Covariance of Market Return with Stock Return / Variance of Market Return
A Simple ZeroBeta Example
As a simple example of a zerobeta portfolio, consider the following. A portfolio manager wants to construct a zerobeta portfolio versus the S&P 500 index. The manager has $5 million to invest and is considering the following investment choices:
Stock 1: has a beta of 0.95
Stock 2: has a beta of 0.55
Bond 1: has a beta of 0.2
Bond 2: has a beta of 0.5
Commodity 1: has a beta of 0.8
If the investment manager allocated capital in the following way, he would create a portfolio with a beta of approximately zero:
Stock 1: $700,000 (14% of the portfolio; a weightedbeta of 0.133)
Stock 2: $1,400,000 (28% of the portfolio; a weightedbeta of 0.182)
Bond 1: $400,000 (8% of the portfolio; a weightedbeta of 0.016)
Bond 2: $1million (20% of the portfolio; a weightedbeta of 0.1)
Commodity 1: $1.5 million (20% of the portfolio; a weightedbeta of 0.24)
This portfolio would have a beta of 0.009, which is considered a nearzero beta portfolio.

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