The S&P 500 is at all-time highs, and pretty much all of the other major indexes are also at all-time highs or just now breaking even with respect to pre-COVID levels. Retail investors are apart of the game like never before, with roughly 20-25% of all NYSE volume coming from retail order flow. This is great, as investing services are giving people access to the markets like never before. However, this can also pose a challenge from a volatility perspective. In this blog post I will state why I believe we, with respect to the S&P 500, are likely to experience a decent amount of volatility within the next few weeks, if not more soon than that.
The VVIX
For those who do not know, the VVIX is an implied volatility-of-implied volatility index. What this means is that it measures the implied volatility of the VIX index, which itself measures forward-looking implied volatility of the options listed for the S&P 500 index, hence the name "vol-of-vol index". This index is important for a few reasons, one is because it often front-runs major VIX moves, and two is that it takes into account different types of implied volatility predictions. This is natural to assume, since it measures the fundamental uncertainty OF the future uncertainty, of future front-month returns on the S&P 500 returns. Further, the VIX is expected to answer the question of "What is the expected best and worst case scenario for the SPX index level?", and the VVIX is supposed to answer "How likely are we expected to experience moves akin to the best and worst case scenario?".
Construction of the VVIX Index follows the same methodology used by the VIX, but rather than referencing the price of SPX options, VVIX references the price of futures contracts. Thus, the VVIX reflects a constant 30-day maturity level by creating a weighted average value between a contract with more than 23 days remaining to expiry and a VIX futures contract with less than 37 days to expiry. Using a Black-Scholes framework, the VVIX reflects the weighted average implied volatility of all actively bid VIX futures contracts. Another key piece of information is that, as a result of the overweight towards at-the-money strikes and a bias towards puts, the VVIX will generally approximate the 95-97% implied volatility for options on the front-month VIX futures contracts (proving that it is an accurate enough indicator to utilize for additional information).
In addition, VIX levels are extracted from the underlying derivative implied volatilities in SPX products that utilize the Black-Scholes option pricing framework. This is important because this pricing theorem does not take into account option skewness (options can have different implied volatilities along an option chain within the same maturity date), as well as what is called "jump risk" or "kurtosis" (sudden large changes in the underlying level, when the asset "jumps" in price). The only way traders can price in these two critical aspects of implied volatility is by inflating the actual number of said implied volatility AFTER they get their predicted value. This is shown in VVIX levels, as the VVIX, by construction of how it represents the implied volatility of the future uncertainty on a particular asset contains information on kurtosis risk (always has a higher spot value than the VIX, shows that it contains this jump risk), in addition to how it always has a higher spot value than the VIX. When we experience vol-of-vol in the markets (rising VVIX level), it is representative of kurtosis being factored into volatility products in the underlying return distribution, which in turn causes an increase in VIX levels. One important distinction of "kurtosis" (jump risk) is that it is not only representative of a sharp and sudden drawdown, but can also be a sharp and sudden rise in the underlying security (it does not represent directional bias).
Furthermore, high levels of the VVIX can be representative of high levels of S&P 500 returns in either direction (as an absolute value basis).
So, after that lengthy description of why the VVIX can be a better predictor of forward-looking volatility, I will show you a chart that displays a recent divergence between the VIX and VVIX, which are supposed to be extremely closely correlated.
Dealer Positioning
The first piece of information I would like to bring into question will be with respect to net positioning of market-maker's with S&P 500 E-Mini Futures products (ticker symbol: ES). The E-Mini Futures products are essentially futures that were developed to make trading the SPX index less expensive, and therefore provide better liquidity to trading this particular market. Now, there are various categories that one can analyze to take note of positioning on this particular product (that of Asset Managers, Leveraged Funds (Hedge Funds or CTAs), or other traders), but I choose to focus on the positioning of market maker's the most critically. The reason being is because they have the best access to rapid order flow data and short term predictions for the underlying security, given that they have to be able to provide a market at any given time, and still try to make money. Another important reason is because dealer's, as a percentage of total open interest on the ES products (long only positions), hold within 10-13% (from 11/10/2020 - 2/2/2021) of all open interest of ES products at any given time. That is a significant percentage of this market. Now that I have justified why I am using the following data, allow me to show you my findings and what it means.
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