Tuesday, January 29, 2013
Monday, January 28, 2013
7 Great ETFs To Build An Asset Allocation Strategy | Etfs | Minyanville's Wall Street
7 Great ETFs To Build An Asset Allocation Strategy | Etfs | Minyanville's Wall Street
My firm's favorite ETFs for building an asset
allocation strategy are fairly obvious -- we write about them all the time:
My firm's favorite ETFs for building an asset
- SPDR S&P500 (US Large Cap) (NYSEARCA:SPY)
- SPDR S&P Mid-Cap (US Mid-Cap) (NYSEARCA:MDY)
- iShares Russell 2000 Index (US Small Cap) (NYSEARCA:IWM)
- iShares MSCI Emerging Markets Index (Emerging Markets) (NYSEARCA:EEM)
- iShares MSCI EAFE Index (Developed Countries) (NYSEARCA:EFA)
- iShares iBox Investment Grade Corporate Bonds (Fixed income – Investment Grade) (NYSEARCA:LQD)
- SPDR Barclays High Yield Bond (Fixed Income – High Yield) (NYSEARCA:JNK)
Tuesday, January 15, 2013
Wednesday, January 9, 2013
Friday, January 4, 2013
How To Play The Volatility Of Volatility | Options | Minyanville's Wall Street
How To Play The Volatility Of Volatility | Options | Minyanville's Wall Street
MINYANVILLE ORIGINAL The past few days surrounding the fiscal thingamajig have been difficult to trade
, and nowhere is this better reflected than in the moves of volatility gauges such as the CBOE Volatility Index (^VIX) swinging wildly. To offer some context for the magnitude of the moves, here are some basic statistics:

This “volatility of volatility” was the highest since the last 2011 debt ceiling sell-off.
Note the historical or realized volatility continued to rise even as the implied volatility plunged. This is due to the fact that volatility is not direction-dependent, but rather a measure of the magnitude of a move up or down. In contrast, implied volatility, which is the expectation for future movement, tends to get bid up on market declines, hence the VIX being referred to as a “fear index.” So, as the market rallied, the premium paid for options declined. This is illustrated by the graph of historical volatility SPDR S&P 500 ETF Trust (NYSEARCA:SPY) and the implied volatility of its options.
SPY: 3-Month Volatility Chart

Expectations of Reduced Volatility
The near-term concern was also reflected in the term structure of the VIX futures, which went into backwardation, or the front-month trading
at a premium to later-dated months. For example, the VIX January futures were trading 22.50 while the February contract was 21.3 in December. The last time backwardation occurred was again during the 2011 debt ceiling in which the VIX climbed to the 45% level. The term structure has now returned to a more normalized cantango with January futures at 15.30 and the February contract at 16.60. But note, overall, the term structure is as flat as it has been in over a year with premiums running about 10% month to month. This compares to the 20-25% premiums that persisted up until the election.
For most of last year, VIX futures
and its options had been overpriced as S&P historical volatility remained very subdued, hovering in the 11-14 range over the past six months. This meant that buying VIX futures or options did not provide a very good hedge against a market decline.
Implied volatility is now at a discount to historical volatility, suggesting that traders
don’t expect volatility to increase much in coming months. Given the looming wrangling over the debt ceiling, I think VIX products may now represent a good buying opportunity for hedging.
Don’t Get Anchored to Market Price
My preference is to use the iPath VIX Short-Term Futures (NYSEARCA:VXX) and its options as the trading vehicle because the ETN has fewer quirks than the futures and its options, as discussed in Know Your Contract Specs: VIX Options Come With Quirks.
The VXX options saw IV spike above 100 but are now trading around 65%, which is the low end of the 52-week range. One of the advantages of using volatility as a hedging or portfolio-protection tool over buying SPY puts is that volatility has something of a floor as it rarely goes below 10 and certainly can’t go to zero. This means that the VXX calls you buy
(remember, volatility tends to increase as price declines) will not move too far out of the money even if the market rallies.
For example, with the VXX now trading around $28.80, one could buy the February $30 calls for $1.70 a contract. With the SPY trading around $146, you could buy the February $144 puts for $1.80 a contract. If the SPY were to rally 3% to $150 over the next two weeks, the SPY puts would now be $6 out of the money and worth approximately $0.90 contract. But the VXX will likely only decline 1.5%, meaning that the $30 calls would be worth about $1.50 a contract. More importantly is that now, even if a decline comes from a higher level, implied volatility will get a pop while the SPY puts, which are anchored to a further out-of-the-money strike, will require a very large decline to have a commensurate increase in value.
MINYANVILLE ORIGINAL The past few days surrounding the fiscal thingamajig have been difficult to trade
- The VIX climbed from 15.50 to 22.75 in the six trading sessions leading up to last Friday, Dec. 28, 2012.
- The VIX has now plummeted to 14.40 in the past three trading sessions, including two consecutive days of 15%+ declines -- the first time that has occurred since the 1987 stock crash. And note that the retreat in implied volatility (IV) following the crash came from far higher levels in excess of 100.
- The VIX went from being 25% above its 10-day moving average
last Friday to 15% below on Thursday. Both represent relative extremes and suggest there will be a reversion in coming days.
- The 10-day realized volatility of the VIX jumped to 140 while implied volatility of VIX options popped to 110%. The chart below illustrates the realized and implied volatility of the VIX and its options.

This “volatility of volatility” was the highest since the last 2011 debt ceiling sell-off.
Note the historical or realized volatility continued to rise even as the implied volatility plunged. This is due to the fact that volatility is not direction-dependent, but rather a measure of the magnitude of a move up or down. In contrast, implied volatility, which is the expectation for future movement, tends to get bid up on market declines, hence the VIX being referred to as a “fear index.” So, as the market rallied, the premium paid for options declined. This is illustrated by the graph of historical volatility SPDR S&P 500 ETF Trust (NYSEARCA:SPY) and the implied volatility of its options.
SPY: 3-Month Volatility Chart

Expectations of Reduced Volatility
The near-term concern was also reflected in the term structure of the VIX futures, which went into backwardation, or the front-month trading
For most of last year, VIX futures
Implied volatility is now at a discount to historical volatility, suggesting that traders
Don’t Get Anchored to Market Price
My preference is to use the iPath VIX Short-Term Futures (NYSEARCA:VXX) and its options as the trading vehicle because the ETN has fewer quirks than the futures and its options, as discussed in Know Your Contract Specs: VIX Options Come With Quirks.
The VXX options saw IV spike above 100 but are now trading around 65%, which is the low end of the 52-week range. One of the advantages of using volatility as a hedging or portfolio-protection tool over buying SPY puts is that volatility has something of a floor as it rarely goes below 10 and certainly can’t go to zero. This means that the VXX calls you buy
For example, with the VXX now trading around $28.80, one could buy the February $30 calls for $1.70 a contract. With the SPY trading around $146, you could buy the February $144 puts for $1.80 a contract. If the SPY were to rally 3% to $150 over the next two weeks, the SPY puts would now be $6 out of the money and worth approximately $0.90 contract. But the VXX will likely only decline 1.5%, meaning that the $30 calls would be worth about $1.50 a contract. More importantly is that now, even if a decline comes from a higher level, implied volatility will get a pop while the SPY puts, which are anchored to a further out-of-the-money strike, will require a very large decline to have a commensurate increase in value.
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