Quote from riskarb:
The risk to strike equates to a hedge req of 600 contracts at 16,400 on Nikkei futures. I discount this req for the possible delta-inversion. Of course the hedge req increases into the risk-strike due to the lack of an initial strong-hedge of 600 cars. I model the derivative[gamma slope] and arrive at a discrete hedge at 1/2/3 daily sigmas, or 3 sigmas based on the hourly cash chart. Currently the hedges are added more discretely, but these #s assume 80-point triggers if traded arbitrary and w/o the benefit of modeling gamma curvature.
I don't have the spreadsheet here, but it looks something like 40/95/155/280/420 [990] from an initial hedge of 40 at 16,400. I am roughly in-line with the original 600-req [570 w/the 280 add] until I add the final 420 contracts. I avert major whipsaw losses, but the end result is an increase in hedge of >50% when compared to the static 600 req. Anyway, disregard the 60 lot add mentioned in the prior post; I was referring to hedges 40 & 95, but hadn't computed it at the time. The 990 max hedge is still soft by $250k.
The 5 total hedge additions assume a small contract premium due to "anti-Merton" discontinuity. There is a strong possibility of gaps due what's happened in the US and EUR day sessions. This premium is < the initial discount for delta inversions.