Capturing stock market upside with less downside is an evergreen goal for investors. When markets rise most people are happy to capture the bulk (but not all) of the upside, as long as they can also reduce downside in years like 2008.
This post introduces a downside protection strategy for U.S. stocks (SPY) that avoids some of the issues with popular market timing approaches.
Market Timing: Holy Grail or Hot Air?
There are thousands of unique timing models, but their common goal is to be invested when the market is rising and sell out before stocks crash. Interest in these strategies spiked after the 2008 financial crisis:
All market timing strategies come with a good story and a great backtest. These investors analyze historical data to find indicators that predicted the past. Unfortunately, past success doesn’t always repeat. As Ben Carlson phrased it, these strategies are “experts on a previous version of the world.” Something we label as long-term market behavior today might ultimately prove to be a one-hit wonder.
Market timing models assume historical patterns will continue. If I’ve learned anything about markets, it is that they don’t fit an orderly template. The crash this year was unprecedented, and I’m sure next year will serve up another surprise. Strategies built for the historical path markets once took are vulnerable if the future doesn’t mirror the past.
Exploring an Alternative
I don’t criticize market timing from the sidelines. For years, the majority of client portfolios followed a traditional buy-and-hold strategy, but there was also a portion managed with a timing model. Over time, I became more critical of the assumptions embedded in market timing. There’s a big difference between what running a tactical model sounds like versus the actual experience:
I knew there had to be a simpler way to offer downside protection. The light bulb went off when talking to a friend that asked about in-the-money call options. I said they’re essentially a stock substitute, delivering most of the upside but less downside, since they cost less than the stock. The asymmetric payoff of a call option is similar to what market timers chase after:
The difference is that market timing strategies only have a “soft stop” on losses. They might signal to exit the market in time – but they might not. Options have a hard stop. You cannot lose more than what they cost. This made me curious if a portfolio of call options could provide downside protection without the complexity or historical assumptions of market timing.
I bought the data, tested the theory, and vetted results with other investors. The rest of the post covers what I found.
The strategy uses call options on SPY, an index fund that tracks the S&P 500. Call options give buyers the right to buy stock at a specific price in the future. I based the strategy on SPY because it provides low-cost exposure to U.S. stocks and offers liquid options.
Call options can be in-the-money or out-of-the-money. The SPY fund is currently trading at $322, so a $275 call option is in-the-money, since the fund is already trading above $275.
Source: Interactive Brokers
A $275 call expiring next December is currently worth $65. The majority of this option’s price is intrinsic value, since SPY is already $47 higher than this option’s strike price. The remaining $18 is extrinsic value. This stems from the fact that investors are willing to pay an additional premium based on time and volatility. Every option has a different amount of intrinsic and extrinsic value depending on how close it is to the underlying security’s current price. Here’s the composition for a variety of SPY calls:
In the context of this in-the-money call strategy, you would want to avoid the extremes of being slightly or deeply in-the-money:
- Slightly In-The-Money: A $320 December call is $35, or 11% of the price of the SPY fund. The option’s lower price means it will provide significant downside protection because it can only lose $35. But there’s no free lunch in markets. This option has a delta of 0.55, meaning it will initially deliver only half of the stock market’s upside.
- Deeply In-The-Money: A $185 December call is trading for $140. This will closely match the underlying stock’s upside, since its delta is 0.95. But the high price means there’s less downside protection.
I use call options that are 15% in-the-money. This means buying a $275 call when SPY is $322. The strike price is rounded to the nearest interval of 5, since those options tend to be more liquid. One December 2021 $275 call currently costs $6,484 and represents the right to buy 100 shares of SPY. Buying 100 shares of the underlying SPY fund would cost $32,200.
This strategy provides a high amount of stock exposure without having to tie up a large amount of your portfolio. For example, if someone needed to buy $100k of stocks, they could invest $100k in a stock fund. Or they could buy approximately $20k of 15% in-the-money calls that provide a similar level of stock exposure, which frees up money to invest elsewhere.
How to Invest the Extra Cash?
The main priority for the extra cash is principal stability and bonds are a natural fit. The bond fund needs to balance two risks:
Interest Rate Risk – Long-term (TLT) bonds are risky when interest rates rise. They’ve recently done well as rates have fallen, but the currently record low yields guarantee low returns for those taking a high level of rate risk. The chart below shows the difference between short-term (SHY) and long-term bonds the last time interest rates spiked.
Credit Risk: High credit risk (HYG) can translate to a higher correlation with stocks. Since the option strategy is already taking credit risk in U.S. stocks, it’s important to avoid amplifying that risk with the bond fund. The chart below shows the difference in stock correlation between a Treasury bond fund with low credit risk (VFSTX) and a corporate bond fund with high credit risk (VWEHX).
Vanguard’s BSV is the fund I use. It’s a low-cost ETF that yields more than cash, has low rate risk since it owns short-term bonds, and low credit risk because it mostly owns Treasuries. The options strategy is flexible though, and you could just as easily buy gold (GLD), a low volatility factor fund (USMV), or something else. Just be mindful of the investment’s volatility and correlation to stocks.
Rebalancing the Strategy
You can’t buy an option and hold it forever, since options expire. One solution would be buying an option, holding for six months, and then rolling into a new one. But in taxable accounts, this would trigger short-term capital gains.
I designed the strategy to only earn long-term capital gains. Short-term capital gains are a costly byproduct of most market timing models, and it’s crucial for taxable accounts to avoid them.
The option strategy buys call options with 15 months to expiration, holds them for a year, and rolls when they have 3 months to expiration. For example, today you would buy December 2021 calls. Then you would hold for a year, sell next September, and buy new December 2022 calls that are 15% in-the-money.
It’s also important to reduce rebalancing luck. Nobody knows in advance the best time to rebalance a strategy. To manage this, the strategy owns a ladder of four options rather than one. Each quarter one set of the contracts is rolled. This makes the strategy less sensitive to a single rebalancing date. An example maturity timeline:
Here are two examples of how in-the-money call options performed in positive and negative years:
Example #1: Positive Stock Performance in 2019
Let’s say it was January 1, 2019 and your portfolio needed $250,000 in U.S. stocks. You could buy $250k of a fund or use options.
On 12/31/2018 the SPY fund closed at $249.92, so you’d need to buy 1,000 shares for $250k of exposure. In the options strategy, you’d need to buy 10 call options. Going 15% in-the-money from the SPY price of $249.92 meant buying $210 calls. For simplicity’s sake, I’ll track the price of one option maturity in this example, but four maturities are owned in the strategy.
On 12/31/2018, a $210 call expiring in March 2020 was trading at $49.87. Buying 10 would cost $49,870. Each option has a multiplier of 100, since they represent 100 shares. The remaining $200,130 in cash would be invested in BSV, the short-term bond fund.
2019 was a great year for U.S. stocks, and SPY closed on December 31 at $321.86. Buying $250k of SPY made a profit of $71,940 for 1,000 shares and earned $5,619 in dividends. The call option bought for $49.87 rose to $113.15. The option gained $63.28, or $63,280 for 10 options. The $200,130 in the bond fund increased by $9,977 through interest and capital appreciation.
The stock fund gained +31% and ended the year with $327,559. The options strategy gained +29% and ended the year with $323,257. The options strategy captured most of the upside with less capital at risk.
Example #2: Negative Stock Performance in 2020
Now, let’s say it was the beginning of this year and you needed $250k in U.S. stocks. On 12/31/2019, SPY closed at $321.86, so if you chose to use a fund, you’d buy 777 shares of SPY. For the options strategy, you’d buy 8 contracts. Going 15% in-the-money meant buying $275 calls. On 12/31/2019, a $275 call expiring in March 2021 was trading for $57.27. Buying 8 of them cost $45,816. The $204,184 in extra cash would go in BSV.
By March 23, U.S. stocks were down -31% and SPY was worth $222.95. Buying $250k of SPY lost $76,853, and there were no dividends in this period. The call option purchased for $57.27 fell to $5.35. The 8 contracts lost $41,536 and the bond fund gained $1,592.
The stock fund lost -31% and was valued at $173,232 on March 23. The options strategy lost -16% and was valued at $210,056. The options strategy provided downside protection without timing the market.
Here’s the option strategy’s simulated hypothetical performance since 2006, when high-quality option data became available:
I’ve intentionally made this backtest conservative. The above data assumes all quarterly sell orders occur at the bid and buy orders are bought at the ask. In actual trading, I typically get prices around the midpoint, but I’d rather assume bad price execution and be pleasantly surprised than vice-versa.
I want to be clear that this strategy isn’t perfect. For example, when the market was flat in 2015, it lost 2%. Losing a small amount when the market is flat isn’t great, but it’s a better outcome than the massive lag of timing strategies when the market rises and they’re not invested. The strategy also isn’t meant to hedge every small market drop. The rule of thumb I tell clients is to expect zero downside protection for corrections up to -10%, some protection up to -20%, and a lot of protection for crashes greater than -30%.
Options are typically used as a vehicle for speculation. I’m not doing that. Similar to how some investors own a ladder of individual bonds for fixed-income exposure, I own a ladder of options for U.S. stock exposure. The options strategy is one component of a diversified portfolio that (for me) includes international stocks (VXUS), inflation-protected bonds (VTIP), and regular bonds (BSV). The strategy is most useful for two types of investors:
- The Worried Retiree: Older investors that are more concerned about staying rich than getting rich.
- The Investor Who Never Got Back In: If you’ve been sitting in cash for years and don’t want to put a ton of your portfolio into the market, this strategy provides a capital efficient way to get upside exposure with less risk.
Most investors build their portfolio based on what they think they know. There are a countless number of strategies designed to look great on the shallow history of financial markets. Are we really sure those patterns will persist?
This strategy takes the opposite approach. I don’t know if valuations will mean-revert, if historical indicators will keep working, or if we’re in a new era of constant Fed intervention. All I know is that if stocks go up, I want to capture most of the rise, and if they collapse, I want some protection. That is what the option strategy delivers. Feel free to get in contact if you have any questions.
Disclosure: I am/we are long SPY, VXUS, VTIP, BSV. I wrote this article myself, and it expresses my own opinions. I am not receiving compensation for it. I have no business relationship with any company whose stock is mentioned in this article.
Additional disclosure: Disclosures for each graph:
December 2021 Call Option Prices: Data as of September 23, 2020. Prices are for options expiring December 17, 2021 and are end of day midpoint prices.
Interest Rate Risk of Treasury Bonds: Data includes interest reinvestment. No trading fees or taxes are reflected. These are hypothetical results, are not an indicator of future results, and do not represent returns any investor actually earned.
Bond Correlation to S&P 500: This shows the rolling 3-year correlation of monthly returns for VFSTX (Treasuries) and VWEHX (HY), two Vanguard mutual funds with different levels of credit risk but similar levels of interest rate risk. No trading fees or taxes are reflected. These are hypothetical results, are not an indicator of future results, and do not represent returns any investor actually earned.
2019 Comparison: The options strategy in this example is the combined value of the option and bond positions. The option position is ten contracts of a $210 SPY call expiring in March 20, 2020. The option is bought at the ask on 12/31/2018, valued at the midpoint between its end-of-day bid and ask prices throughout the year, and sold at the bid on 12/31/2019. The bond position is for the extra cash invested in BSV and dividends are reinvested. Results for SPY include reinvested dividends. No trading fees or taxes are reflected. These are hypothetical results, are not an indicator of future results, and do not represent returns any investor actually earned.
2020 Comparison: The options strategy in this example is the combined value of the option and bond positions. The option position is eight contracts of a $275 SPY call expiring in March 19, 2021. The option is bought at the ask on 12/31/2019, valued at the midpoint between its end-of-day bid and ask prices throughout the year, and sold at the bid on 3/23/2020. The bond position is for the extra cash invested in BSV and dividends are reinvested. Results for SPY include reinvested dividends. No trading fees or taxes are reflected. These are hypothetical results, are not an indicator of future results, and do not represent returns any investor actually earned.
Historical Return and Drawdown: These are hypothetical results, are not an indicator of future results, and do not represent returns any investor actually earned. The options strategy shown is the full version with four maturities owned at any given time. The strategy is rolled on the last trading day of March, June, September, and December. Prior to 2015 the strategy established new option contracts in maturities with 15 and 24 months to expiration due to pricing data availability for non-December expirations. These contracts were held for a twelve month period as they are now. Starting in 2015 all new positions were established with 15 months to expiration. Throughout the entire period new options are purchased 15% in-the-money from the closing price of SPY, rounded to the nearest interval of 5. Options are valued at the midpoint between their end-of-day bid and ask prices and all rolling transactions occurred at the end of the trading day at the bid when selling and at the ask when buying. The bond fund used for the extra cash is Vanguard’s Short-Term Bond Fund, first using VBIRX the mutual fund share class and then BSV the ETF share class when it became available in 2007. Distributions from this fund were reinvested. Results for SPY include dividend reinvestment. No trading fees or taxes are reflected in either the option strategy or SPY. Taxes would lower the returns of the options strategy if it was used in a taxable account.