Balanced Beta: Efficiently Balancing Risk, Not Capital

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Traders and investors increasingly recognize that concentrated portfolios are very risky and unnecessary for meeting their long-run return objectives. This is leading more asset allocators to the balanced beta approach.

 

What is Beta?

Beta, in this case, refers to a market exposure to a certain asset class.

For example, investing in the S&P 500 through an ETF or through the futures market would be considered stock beta.

Investing in a mix of US Treasuries would provide exposure to nominal rate bond beta.

A commodities mix, such as the Dow Jones AIG Commodity Mix, would provide access to commodities beta, and so on.

Different asset classes are accordingly often called betas.

 

Balanced Beta Asset Allocation

The balanced beta asset allocation principles laid out in this article is fundamentally about better balancing a portfolio’s risk exposures relative to what is offered by traditional, equity-centric approaches to asset allocation to better improve investment outcomes.

More investors are moving increasingly in this direction by balancing their bets in an efficient way, which is good to see.

The 2008 financial crisis helped provoke such a shift and the 2020 Covid-19 pandemic after 11+ years of strong returns is also seeing a return of how to get the returns needed at lower risk.

Achieving reliable balance is based on an understanding of the environmental sensitivities that are intrinsic in the pricing structure of asset classes (e.g., stocks, nominal and inflation-linked bonds, gold, commodities, and so on), and risk-adjusting them to neutralize their influence in a portfolio.

The result is an efficient extraction of the risk premium over time.

 

The Issue with Traditional Asset Allocation

Traditional asset allocation takes an approach where it tolerates higher risk through a concentration in equity risk in order to obtain higher long-run returns.

A conventional portfolio like the 60/40 has, as implied, 60 percent of its dollars in equities. Because stocks are more volatile than bonds, it has roughly 90 percent of its risk in equities as well.

That’s anything but a balanced portfolio. While seemingly somewhat balanced based on dollar amounts, it’s heavily skewed on risk. The idea is to balance risk, not capital.

Accordingly, the standard 60/40 approach (and similar variations) has a major flaw – if the source of risk is a heavy concentration in a single type of asset, then underperformance in that asset can undermine the entire strategy.

This approach brings with it a significant risk of poor long-term returns that threatens the ability for many managers to meet future obligations.

This is especially true given how pervasive large concentrated bets in equities are among individual and institutional portfolios.

Every asset is vulnerable to poor performance. Everybody’s favorite asset class – whether that’s stocks, bonds, gold, oil, or whatever it is – will see a 50-70 percent (or more) decline in their lifetimes.

Moreover, such poor performance can last for a decade or more as a result of a sustained shift in the economic environment.

These shifts also occur with enough frequency that you are essentially certain to experience them in your lifetime.

As a result, the long-term risk of holding a portfolio that is concentrated in equities, or in any other asset or asset class, is much greater than most investors realize. It’s also, in reality, a risk that’s too great for them to withstand.

Unfortunately‚ this concentration is a type of risk that the global pension fund industry has widely taken‚ where they take various types of equity risk – e.g., stocks, real estate, private equity (a form of leveraged equity), and hedge funds heavily concentrated in stocks and other equity-like investments.

This type of inefficient portfolio construction, in turn, has led to today’s widespread underfunded status.

The good news is that this form of concentration risk is not necessary to take in order to achieve the higher returns they’re seeking.

A balanced portfolio will also have short-term risk. But it can be neutralized to the sustained shifts in the economic environment.

This implication that short-term risks can cancel out over time, allowing an investor to more consistently achieve the higher long-term returns that they’re looking for.

Collecting the Risk Premium Efficiently

The basic question boils down to:

What mix of assets provides the best chance of delivering good returns over time through all economic environments?

Achieving more return for less risk is the goal for anyone in the financial markets, or in any business generally.

You know that if you pile into stocks you’re making a big bet on growth running above expectation. That comes with big, painful drawdowns when that isn’t the case.

You also can’t get to a reliable answer through the traditional approach that depends on correlation and volatility assumptions.

Correlations are neither stable nor predictable over time. They also tend to change in the worst way at the worst possible time.

This was true during the Covid-19 drop when there was a rush to cash by moving out of practically all assets (even out of Treasuries temporarily) as people needed to make payments and wanted to be defensive.

A couple correlations are shown below on a 20-day rolling average basis. The first is stocks and US Treasury bonds; the second is stocks and gold. Notice their instability over time.

 

Stocks – US Treasury bonds correlation

stocks treasuries correlation balanced beta

 

Stocks – gold correlation

stocks gold correlation balanced beta

 

Also, asset risk is difficult to predict. When things get bad, risks tend to go substantially higher in the worst way.

On top of that, most measures of risk don’t sufficiently account for the potential that sustained unfavorable environments can produce chronically poor investment returns.

 

The Pricing Structure Inherent to All Asset Classes

To answer the question of how you can get an excellent strategic asset allocation mix that can produce reliable returns in all economic environments, you have to go back to the pricing structures inherent in all asset classes.

There are a couple things that you can be pretty sure of over time. There are two enduring and universal truths about asset pricing. These are principles that form the foundation of the balanced beta approach:

i) Asset classes outperform cash over time

People with good uses for cash take it and use it to create goods and services that are needed and/or desired by other people.

When this isn’t true, you have a depression. When you have a depression, policymakers have big incentives to get the economy going again.

ii) Asset prices reflect the discounted expectations of future economic scenarios

These two principles are the primary determinants of asset pricing. This is because they bear out the essential factors that market participants require from an investment transaction.

Assets must outperform cash

Regarding the first, whenever you make an investment you are transferring liquidity from yourself to someone else.

That transfer carries risk. Giving up liquidity today creates an opportunity cost.

This is the risk that you lose an opportunity to put that liquidity to work in something else that either gives you immediate utility (buying goods and services) or something else of a different return and risk characteristic (savings of investment assets).

So, any investment needs to offer you a compensation – known as a risk premium – that’s beyond what you could earn by keeping your money in cash.

By that same rationale, the more risk you take on, the more compensation you require.

Assets reflect discounted future discounted cash flows

Regarding the second, an asset’s present value (i.e., its price) reflects the discounted value of the asset’s expected future cash flows.

These expected cash flows, in addition to the discount rate, take into account expectations about the future economic environment.

This includes such things as the level of inflation, economic growth (which feeds into earnings growth), the probability of default of a credit asset, and so forth.

As the economic environment and expectations about it change, the asset pricing will change as well.

For instance, if inflation goes up, expectations about the value of money going forward change. Accordingly, this change in future inflation expectations will be priced into the value of assets today.

So with these structural elements of pricing, we have two primary drivers:

i) the accrual of and changes in risk premiums, and

ii) shifts the economic environment relative to what’s already discounted in

The goal of strategic asset allocation is accordingly to collect risk premium in the most consistent and efficient way possible.

This is done by minimizing the amount of risk taken on due to unanticipated shifts in the economic environment.

This is different from tactical asset allocation, such as betting on what stocks are going to be good and bad, which is a zero-sum game (i.e., adding value relative to a representative benchmark).

 

The Flaw in Relying on Correlation and Volatility Assumptions

The balanced portfolio framework also shows why relying on correlation and volatility assumptions is flawed.

Let’s consider the correlation of stocks and bonds taking into account the fact that they discount future economic conditions.

Stocks are a claim on future earnings. They discount a trajectory of earnings growth and become worth more when the expectation is that these earnings come in higher than anticipated.

Higher than expected earnings is a function of higher than expected economic strength.

Bonds provide a fixed stream of coupon payments over time at regular intervals and discount a future path of interest rates (i.e., the path of which forms the yield curve) that go into valuing those payments.

So, bonds benefit when interest rates fall more than what’s discounted into the curve due to unforeseen economic weakness.

This means that these asset classes have opposite sensitivities to the influence of discounted growth expectations.

However, they have the same sensitivity to discounted inflation expectations.

So, if growth were the only thing that mattered in driving asset price movements, you would expect stocks and bonds to have opposite correlations.

This has been true for most of the past few decades when growth outcomes surprised more than inflation outcomes.

Note the mostly inverse correlation between stocks and bonds going back to 1992. The average over the period is minus-0.23 (minus-1.00 being a perfect negative correlation and positive-1.00 being a perfect positive correlation).

 

stocks bonds correlation

 

But if inflation were the thing that mattered you would think that stocks and bonds would be positively correlated.

Given the opposite sensitivities to growth and same sensitivities to inflation, what will be the future correlation of stocks and bonds?

You don’t know this information without knowing what the future economic environment will be like relative to what’s already discounted into the markets.

This is what makes trading and investing difficult to do on a tactical level.

Betting on what countries or what companies are going to do better or worse than each other isn’t hard. (The same is true if you’re betting on horses at the racetrack or betting on which teams will win certain matchups on the field.)

But it’s difficult to convert this knowledge into winning bets in excess of a benchmark because what’s already known is already discounted in the price. In addition, the range of unknowns is large relative to the range of knowns.

And that’s a problem if you’re trying to build a portfolio that does well in all environments.

So, you need to go beyond just stocks and fixed-rate bonds when constructing a portfolio if your goal is to weather all environments equally well.

 

Balanced Beta Will Help You Reliably Weather Shifts in Economic Conditions

The pricing structure of different assets leads one to the balanced beta approach.

A balanced portfolio recognizes that the only way to achieve reliable diversification is to balance a portfolio based on the relationships of assets and asset classes to their environmental drivers.

This will give better results than making assumptions about correlations and/or volatilities.

Correlations are transient byproducts of these relationships. They are unstable and not reliable enough to bet on.

From this, you can recognize that different asset classes provide about the same risk premium once adjusting for risk.

For example, bonds provide about the same risk premium as equities when adjusting for the fact that stocks are riskier than bonds; namely, when they are risk-matched.

Stocks have longer duration being perpetual instruments while most bonds have a fixed maturity.

But at the same time, their intrinsic sensitivities to changes in the economic environment are different.

To obtain balance, structuring the portfolio involves:

a) risk-adjusting asset classes, and

b) balancing them well so that their environmental biases reliably offset one another

If this is done well, it leaves the risk premium as the dominant driver of the portfolio’s returns.

Earlier, we covered the instability of the correlations between stocks and bonds.

They have opposing sensitivities to economic growth (stocks are biased to positive growth relative to expectations and bonds biased toward negative growth relative to expectation).

And they have similar sensitivities with respect to inflation.

Though assets of various types include a wide variety of information in their prices beyond these two factors, growth and inflation and their future path are the most important.

This is due to the fact that the total cash flows of an asset class and the rate at which these cash flows are discounted are determined by:

a) the volume of economic activity (growth), and

b) the pricing of that activity (inflation)

As a consequence, the returns of asset classes will be largely determined by how these two forces shift in relation to what’s discounted into the expectations of all asset classes.

Namely, does growth come in higher or lower than expectation and does inflation come in higher or lower than expectation, and how discounted growth and inflation change.

Both the discounted level and the discounted rate of change of each factor are important.

Asset performance in relation to growth and inflation is not only reliable, but it’s also ascertainable. It’s based on the durations of assets and in the sources of variability of assets’ cash flows. If the income stream of an asset is longer then we can be pretty that it will have structurally higher volatility.

Moreover, when volatility spikes in one asset class, we can also know that it’s likely to spike proportionately among all asset classes. For example, the risk that the volatility of, e.g., bonds increases by a much greater proportion than that of, e.g., equities for a significant period is low.

Indeed, changes in the volatilities of different asset classes have a significant positive correlation.

If we borrow cash at X% and use it to invest in, for example, bonds at (X+2)%, then we are adding an expected two percent in additional return by taking extra duration risk, which is the key determinant of the risk premium.

Moreover, the equity risk premium (i.e., the extra compensation required for investing in stocks over bonds or cash) is higher because companies have debt. Common shareholders are the last ones paid in a company’s capital structure and get paid after debtholders and other claimants.

The average public company has about equal amounts of debt and equity capitalization. Debt being senior to equity, shareholders demand a higher premium. If companies were no longer able to borrow, the risk and return of equity would be lower.

We know that, for example, each one percent increase in inflation will adversely impact stocks more relative to bonds. This is because the duration of stocks is higher than that of bonds.

 

The Four Buckets or Sub-Portfolios

To account for these relationships, a balanced portfolio will seek to hold similar exposure to assets that do well in each of the main four environments:

  • Rising growth / rising inflation
  • Rising growth / falling inflation
  • Falling growth / rising inflation
  • Falling growth / falling inflation

Essentially you have four different buckets or sub-portfolios within a single portfolio that captures each of these four risk exposures. Twenty-five percent of the risk is put into each.

 

balanced beta

 

The risk is spread evenly across these four buckets. Namely, this is done to avoid assuming the market has a systematic bias toward over- or under-discounting future growth or inflation outcomes.

One conception of how different asset classes might fit along this dual spectrum is shown below. It’s for illustrative purposes only. It is not necessarily an indication of any actual historical or current implementation of the strategy.

 

asset class risks environmental bias

 

It also shows the general idea that no specific asset class is necessarily a perfect rising/falling growth/inflation asset.

While investment-grade (IG) corporate bonds are a falling inflation asset, they are neither particularly biased heavily toward higher or lower growth. Higher growth benefits corporations and their bonds, but the demand for safety and liquidity increases as markets fall. Safe corporate bonds are often one conduit where this capital flows.

For example, when the stock market fell 37 percent in 2008, safe corporate bonds actually slightly rose.

Oil is also hard to put into a perfect box. While it is clearly a rising inflation asset, its impact on growth is not as clear. For oil-exporting countries, its impact on growth is positive; for oil-importing countries, its impact on growth is negative, all else equal.

 

Defining Asset Types: ‘Rising Growth’ / ‘Falling Growth’ / ‘Rising Inflation’ / ‘Falling Inflation’ Assets + ‘Risk Matching’

Rising growth, or how to define a “rising growth” asset, for example, might be defined as commodities minus inflation-linked bonds.

In other words, in terms of a “rising growth” trade, this might mean long commodities and short inflation-linked bonds. They both have the same sensitivity to inflation but different sensitivity to growth.

Going long commodities and short inflation-linked bonds would cancel out the inflation component, leaving you with a “long growth” bet.

It’s important to note that they have to be risk-matched.

Risk matching accounts for the different durations among assets (which feeds into their volatilities).

Commodities are more volatile than inflation-linked bonds. So commodities naturally have a lower allocation in the portfolio relative to inflation-linked bonds.

A falling growth asset represents nominal rate bonds minus stocks.

Stocks are more volatile than nominal rate bonds, so the weighting of nominal rate bonds is higher to match their risk.

A rising inflation asset denotes commodities minus stocks.

Most commodities are more volatile than stocks, so the weight of stocks is higher in a portfolio to match their risk.

Certain types of commodities might also be weighted more in a portfolio. For example, gold is a long duration store of wealth asset that is better thought of as a currency.

Its weight would be higher than something like oil, which is more volatile and not as good of a diversifier with respect to “growth” assets like stocks.

A falling inflation asset is represented by nominal rate bonds minus inflation-linked bonds.

With a bond portfolio, you can match their weighted durations to get the same overall risk, holding credit risk constant.

For US Treasury bonds, there is virtually no credit risk. So matching their risk involves matching their durations.

Similarly, isolating the US inflation rate would involve going long TIPS and short equal-duration nominal rate Treasuries.

 

How Balance Improves Risk-Adjusted Returns

Most people’s favorite asset class is stocks. They’re liquid and provide higher returns than bonds. So, in terms of the traditional asset allocation, traders and investors will tend to overweight equities to get the most return.

That involves a lot of risk because it’s essentially a huge bet on growth running above expectation with moderate to low inflation.

An underperformance of stocks, or any given asset class relative to its risk premium in a particular environment, will be automatically offset by the outperformance of another asset class with an opposing sensitivity to that environment.

For example, a big drop in growth will benefit government nominal rate bonds.

But if there’s higher than expected inflation, this will hurt stocks and bonds.

This underperformance can be offset by having exposure to commodities and inflation-linked bonds, for example.

If that balance is done well, the risk premium is left as the dominant source of returns. Accordingly, the result is a more stable overall return from the portfolio.

These isolations of rising growth, falling growth, rising inflation, and falling inflation constructions should respond similarly in magnitude if balanced well. Both combinations will rise/fall in opposite directions to each factor.

Accordingly, balancing “rising” assets with “falling” assets should reliably mitigate the impact of these environmental shifts.

This is because it’s derived from an understanding of the nature of assets’ pricing structures and doesn’t depend on volatility or correlation assumptions that aren’t stable.

 

Balance Outperforms Anywhere on the Risk and Return Spectrum

Target returns and diversification don’t have to be trade-offs.

Under the traditional asset allocation approach, they are. The typical thinking among pension funds is that they want to take equity risk up to a level they feel comfortable with and throw in some less volatile assets (mostly bonds) for the remainder.

Or in the way individual portfolios are traditionally tailored, where they typically have younger individuals in a lot of stocks at first. It’s believed they can tolerate the high equity risk because it’s worth the return. As they get closer to retirement, then the portfolio shifts more into bonds to be defensive and preserve capital.

The standard 60/40 portfolio seems somewhat balanced, but it’s anything but balanced. Equities are riskier than bonds so stocks take up around 90 percent of the portfolio’s risk. Long-run returns are constrained because it takes money out of stocks and puts it in lower-returning bonds.

A balanced portfolio can match the expected return of equities but at a lower risk. It does so by bringing up the other parts of a portfolio, often (but not always) through the use of futures. This gives you access to certain exposures at lower margin requirements.

Or it can be done by leveraging the cash assets by borrowing at the risk-free rate. Risk and return can be calibrated accordingly.

A balanced portfolio will provide a higher ratio or return to risk than one concentrated in any given asset or asset class.

A well-balanced portfolio should provide a return to risk ratio that’s 2x-3x higher than that of a traditional portfolio that’s dominated by equity beta.

 

Balanced Beta Example

Let’s take this example of a balanced beta allocation:

Portfolio Allocations

Portfolio 1
Asset Class Allocation
US Stock Market 22.00%
Long Term Treasury 35.00%
Precious Metals 3.00%
TIPS 27.00%
Gold 10.00%
Global Bonds (Unhedged) 3.00%

 

“Portfolio 2” will be a standard allocation toward stocks.

Due to TIPS data that only sufficiently goes back to the beginning of 2001, January of that year is our starting point.

 

Portfolio Returns

Portfolio performance statistics
Portfolio Initial Balance Final Balance CAGR Stdev Best Year Worst Year Max. Drawdown Sharpe Ratio
Portfolio 1 $10,000 $42,302 7.54% 6.78% 17.04% -3.67% -14.94% 0.90
Portfolio 2 $10,000 $39,117 7.12% 15.38% 33.35% -37.04% -50.89% 0.43

 

We can see that over this period, we’ve gotten slightly better returns at just 44 percent of the risk. Our max drawdown is only about 30 percent as deep and our Sharpe ratio more than doubles.

We see a smoother overall path for the balanced beta (blue) versus stocks (red).

 

balanced beta portfolio growth

 

Down years are rarer and much shallower for balanced beta (blue):

 

annual returns balanced beta

 

Drawdowns are mild and underwater periods are shorter for the balanced beta allocation.

 

drawdowns balanced beta

 

If we look at the individual assets in the portfolio (shown in the chart below), we can see that if we just concentrated in one, we would have had terrible drawdowns.

Even in this ~20-year sample, stocks, gold, and precious metals as a whole had very large drawdowns.

 

Portfolio Assets

Performance statistics for portfolio components
Name  CAGR  Stdev Best Year Worst Year  Max. Drawdown Sharpe
US Stock Market 7.12% 15.38% 33.35% -37.04% -50.89% 0.43
Long Term Treasury 7.05% 11.13% 29.28% -13.03% -16.68% 0.54
Precious Metals 9.36% 31.68% 76.46% -56.02% -76.43% 0.40
TIPS 5.10% 5.75% 16.61% -8.92% -12.50% 0.65
Gold 9.80% 16.62% 30.45% -28.33% -42.91% 0.56
Global Bonds (Unhedged) 5.65% 7.18% 21.33% -6.36% -17.49% 0.61

 

This higher return to risk ratio for the balanced beta allocation can be used to achieve the same return for less risk, greater return for the same risk, some combination in between, or whatever the desired risk one prefers within reasonable constraints.

It also comes with a host of other benefits. For example:

– Left-tail risk will be smaller

– Drawdowns will be milder

– Underwater periods will be shorter (rather than lasting for many years)

– Upside to downside capture will be higher

Your beta to the equity market will also be very low, often somewhere in the 0.0-0.3 range or so, depending on the exact construction.

Some investors may even run a balanced portfolio alongside a traditional equity-centric portfolio, knowing that they have a largely differentiated source of returns, with less risk per unit of return.

For a fuller set of statistics, please see the Appendix to this article.

 

Conclusion

Balanced beta is likely to continue to catch on as more traders and investors realize that balance is a better approach to asset allocation.

Fundamental diversification is often considered the “only free lunch” in finance. When done well, even on a modest scale, it provides improved return for each unit of risk taken on.

However, each investor will have their own approach. They will not all be the same nor will each reliably perform through all environments.

It’s prudent to be wary of approaches that are excessively engineered.

These days, with ample amounts of inexpensive computing power, it is easy to feed financial data into a program and get results that suggest how to build a portfolio based on what worked in the past.

The issue with that approach is that markets are complex open systems.

They are not like a game of chess where you can be pretty sure what tactical moves worked before will work going forward. When the future is different from the past and your portfolio is based on the past, you will probably have a problem.

This is why depending on estimations of future volatilities and correlations is dangerous. If your portfolio is optimized to fit what worked best over the past 5-30 years, you’ll see that, for example, stocks and bonds had an inverse correlation.

This is because inflation went down and didn’t have much volatility, leaving quality returns for both stocks and bonds and growth as the main driver. Stocks and bonds have opposing growth sensitivities, so yielded inverse correlations.

But it’s dangerous to engineer a portfolio based on that assumption going forward.

If inflation were to be the dominant driver going forward, you will observe the opposite. So, it’s very risky to assume that past correlations will equal future correlations.

It’s more reliable to estimate the diversification and risk properties of assets based on a fundamental understanding of their pricing structures and approximate assessments of their risks instead of precise or complex quantitative measures.

Some balanced portfolio approaches will also include alpha bets within them. Namely, they do not bet purely on just asset indexes or broad exposure to various asset classes, but rather try to bet on specific components within them.

This is an issue because they may not appropriately size the amounts of alpha and beta based on the quality of each return stream.

To be clear, there is nothing inherently wrong with making tactical bets or concentrated bets one way or another. There are multiple ways to skin a cat; it’s just a different strategy than the balanced beta approach being discussed here.

Most portfolios – both among individual and institutional investors – are way out of balance.

The average institutional portfolio has more than 80 percent of its risk in equities. Accordingly, they are making a big bet that economic growth will run above expectations and inflation will remain roughly in line or below expectations.

Investors naturally cheer higher stock markets because they have so much risk wrapped up in them.

That exposes them to a single adverse event, which could last for decades – a poorly performing equity market. Though it’s not something that has transpired in the lifetimes of most, it does happen.

We are now well more than three decades past the year 1989 – the year Japan’s stock market peaked – and it’s still below that figure.

Some countries are still below their pre-2008 highs, such as Iceland.

The US stock remained underwater from its 1929 highs until 1954, a 25-year underwater period.

US tech had a nearly 16-year underwater period from 2000 to 2016.

Provided the choices investors have, not balancing a portfolio is far riskier than doing so.

 

Appendix

Below we have more complete statistics on the example balanced beta allocation discussed in this article.

Portfolio return and risk metrics
Metric Balanced Beta  Stocks
Arithmetic Mean (monthly) 0.63% 0.67%
Arithmetic Mean (annualized) 7.79% 8.40%
Geometric Mean (monthly) 0.61% 0.57%
Geometric Mean (annualized) 7.54% 7.12%
Volatility (monthly) 1.96% 4.44%
Volatility (annualized) 6.78% 15.38%
Downside Deviation (monthly) 1.15% 3.09%
Max. Drawdown -14.94% -50.89%
US Market Correlation 0.37 1.00
Beta(*) 0.16 1.00
Alpha (annualized) 6.19% -0.00%
R2 13.91% 100.00%
Sharpe Ratio 0.90 0.43
Sortino Ratio 1.48 0.61
Treynor Ratio (%) 37.29 6.70
Calmar Ratio 2.02 0.48
Active Return 0.42% 0.00%
Tracking Error 14.31% 0.00%
Information Ratio 0.03 N/A
Skewness -0.53 -0.66
Excess Kurtosis 3.61 1.40
Historical Value-at-Risk (5%) -2.79% -8.03%
Analytical Value-at-Risk (5%) -2.59% -6.63%
Conditional Value-at-Risk (5%) -4.17% -10.32%
Upside Capture Ratio (%) 27.55 100.00
Downside Capture Ratio (%) -0.10 100.00
Safe Withdrawal Rate 8.46% 5.92%
Perpetual Withdrawal Rate 5.33% 4.93%
Positive Periods 154 out of 238 (64.71%) 155 out of 238 (65.13%)
Gain/Loss Ratio 1.29 0.79

 

Among the improvements balanced beta has relative to a standard equity-centric portfolio allocation:

  • Volatility is cut by 56 percent
  • Downside deviation is cut by almost two-thirds
  • Max drawdown is only about 30 percent as deep
  • Beta is just 0.16 (this is important for an institutional investor trying to offer a differentiated product)
  • Alpha is over 600bps per year
  • Notable Sharpe, Sortino, Treynor, and Calmar ratio improvements
  • Value-at-risk (VaR) is cut by 60-70 percent considering historical, analytical, and conditional approaches
  • Upside capture ratio to downside capture ratio is much superior
  • Gain/loss ratio is higher