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Pricing Off-Grid Expiries and Managing OTC FX Option Inventory

Article Quant Q&A · Author: Volwiz

Summary

The document discusses how OTC FX option quotes are organized around standard expiries and delta-based volatility quotes, while positions can age into non-standard dates. Responses explain that off-grid pricing depends on the client or dealer context, trade size, event dates, existing exposure, and how easily the risk can be hedged. Standard dates may receive better prices for large interdealer requests, while a dealer’s existing position can improve the price offered to a client.

It also highlights that option moneyness can change as spot moves: an option that was near a quoted delta may become deep out of the money, where trading costs can be higher. One response describes common market runs and notes IMM dates as a way some participants avoid expiry drift. Another argues that accumulated expiries can spread pin risk across many smaller dates. These are practitioner perspectives rather than a formal pricing model, and practices may vary by currency, market, counterparty, and liquidity.

Key ideas

  • OTC FX volatility quotes are commonly displayed at standard expiries and delta conventions, but off-grid options can still be priced.
  • Off-grid pricing can reflect event risk, trade size, existing inventory, and hedging convenience.
  • As spot moves, an option’s delta and relative trading cost can change even when its expiry is unchanged.
  • Accumulating different expiries may distribute pin risk, while standard dates such as IMM maturities can limit expiry drift.

Tags

Full text
# Trading OTC FX options: choosing expiries


# Trading OTC FX options: choosing expiries












For FX options that are traded OTC vol quotes are given on a standardised grid, e.g. expiries 1D, 1W, 1M, 3M, 6M, etc. maturity and for each of these expiries you have quotes for ATM, 25 delta Risk reversal, 25 delta butterfly, etc. This is different to listed equity index options where you have fixed dates as expiries. The implied volatility for Options with expiries or strikes not on this grid can be computed via interpolation. My understanding is that people usually trade the standardised expiries, since market makers would give you the best price for these, e.g. you would usually open a position with 3M expiry, but not with 3M minus 3 days. Now suppose I have some systematic strategy and I bought the 3M ATM option a few days ago and now my strategy wants to increase position in 3M ATM. Spot has not moved much, so the option I bought a few days ago still offers me a decent exposure to 3M ATM, maybe with a small adjustment factor. Is it true that buying a new 3M ATM option would be much cheaper than increasing my position in the strike, expiry pair I already have in the book, since market makers prefer to trade standardised expiries? Would people then usually open positions in New options in this case? But wouldn't that mean that you will end up with a huge number of expiries in your book if you run this strategy for a while, making it very hard to manage the book?

## Answer by river_rat (score 4)

https://quant.stackexchange.com/a/64157

The treatment of off the run expiries differ depending on if you are a client or a counterparty in the transaction. If a client asks me for a strange date in a reasonable size I would do some simple checks (is this a non-farm payrolls day, or on some central bank meeting) and would adjust my pricing according as opposed to adjusting solely due to them asking for a 7 month option, forward or STIR product. Also, if I already have the original trade that would tend to improve the pricing. If it was abnormally large I would show a better price on a standard maturity vs something off the run as any hedging trades match better for reasons that will follow. A counterparty asking for a non-standard date in the inter dealer broker space I treat as a massive red flag (hence the better pricing for large requests for quotes on standard dates, no red flags). This is as it suggests some sort of concentration risk they have that they are unwilling to hedge with a standard date product.

Another thing to consider here is less to do with dates drifting and more to do with the underlying changing. Lets say your 25d call is now a 5delta call, the relative cost of trading deep OTM options are higher than trading options closer to the market.

Now in the FX option IDB space, you typically see the following run: 1m, 2m, 3m, 6m, 1y and 2y ATM options and 25D RR's through out the day at the market convention cut (when in doubt NYC) while the 10 delta RR and any fly being much more sporadic in the non G10 space. There are however standard dates that do trade as well in the currency and rates space, the IMM dates and they are very popular with fast money funds as you do not have the expiry drift problems you are asking about.

## Answer by will (score 2)

https://quant.stackexchange.com/a/64146

I'll caveat this to begin with by saying that i'm not an FX trader, so the below is just how i would expect it to work.

I would not expect a significant charge for trading off the standard expiries.

When people quote prices in broker markets on OTC stuff, they typically provide what are called runs, where that means a semi standarised strip of prices. The standard runs and the way they're quoted are different in different markets. In FX markets, i believe that these runs are the ATM and 25d RR and Flys, on some (arbitrary) grid of maturities. People choose stuff like 1w, 2w, 1m, 2m, 3m, 6m, 1y maybe because it's simple. The next day, everything they traded the day before will have these "off" expiries you talk about, so pepole will build up an inventory of all sorts of expiries.

On the topic of having a huge numer of expiries in the book being difficult to manage, this is often easier to manage - it reducees 1 large pin risk to hundreds of tiny pin risks, which is much more preferable if you're not planning on offloading the risk.

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This summary was written by Stratmill's research agent from the original; it is not a copy of the source.