I found an interesting paper on DAX FTSE correlation trade. An excerpt here:
In order take advantage of extreme positions in the implied volatility spread, there are a number
possible ways to structure a trade which would be expected to profit from any subsequent mean
reversion of the spread. Assuming a current high reading of the spread, defined as
DAXIV/FTSEIV, i.e.: DAX implied volatility is high in comparison to its usual position relative
to FTSE implied volatility, then one of following trade structures may be considered:
1. Long volatility outright: Simply Buy FTSE Options. If we were seeking to buy options
cheaply we could consider buying calls (if bullish), puts (if bearish), or straddles (for an outright
volatility exposure) on just the FTSE.
2. Take in cash: Buy FTSE straddles Sell DAX straddles. To benefit from the current wide
implied volatility spread between the FTSE and the DAX, we could buy FTSE straddles and sell
DAX straddles. Because FTSE implied volatility is lower, it would be expected that for the same
notional amount, the cost of the FTSE straddle would be less than that of the proceeds from the
DAX straddle.
3. Zero-Cost Strategy: Buy FTSE straddles, Sell DAX straddles but with limited downside risk.
As a variant of the above trade structure, rather than taking in cash, we could use the volatility
differential to protect against a large down move in the DAX while still benefiting from a large
up or down move in the FTSE. In particular, we could go long FTSE straddles, and go short
DAX straddles, and use the cash difference to buy an out-of-the-money DAX put, limiting the
downside to perhaps 90-100% spot. If the DAX crashed, our short liability would be capped in a
down move. In such an event, the FTSE would likely move sharply as well, so we would
probably gain from the long FTSE straddle position.
Note that this trade may further benefit from any skew in the DAX that is typically considerably
flatter than on the FTSE, thereby reducing the price of the OTM DAX put. For example, the
vol increase in buying a 90-strike option relative to at-the-money is about 4.8 vols for the FTSE,
but only 3.7 vols for the DAX using the average implied volatility level across our time period.
24
Measured as a fraction of ATM vol, these skew comparisons would appear even more
pronounced.
4. Zero-Cost Strategy: Buy FTSE Straddles, Sell DAX Strangles. Another potential zero-cost
strategy would be to buy straddles on the FTSE and sell strangles (out-of-the-money puts plus
out-of-the-money calls) on the DAX. In general, strangles cost less than straddles, but since vols
are higher for the DAX, the strategy would still be zero cost. In particular, one could sell an outof-
the-money put with a 90-100% of spot strike, and an out-of-the-money call at say a 105%
strike. In this strategy, if the DAX remains in the 90-100% range, then the short option position
expires worthless. The tradeâs profits would be simply any gains from movement in the FTSE,
where we are long straddles. If the DAX moves outside that range, then losses on the DAX
position will tend to be offset by likely gains on the FTSE long straddle position, assuming they
tend to move together.
5. Variance Swaps. The purest volatility play would be a variance swap, wherein we receive/pay
the difference between a fixed reference level of volatility (the âstrikeâ level) and the actual
realized level of volatility. The advantage of this instrument is that the payoff to a correct
volatility view is independent of future spot.
The entire paper can be found here:
http://papers.ssrn.com/sol3/papers.cfm?abstract_id=881550&CFID=39103856&CFTOKEN=56807636
EDIT: Does anyone else think starting a correlation thread would be helpful? I'm vaguely aware of an older thread but as I recall it became a mud-slinging contest in a hurry.