1989issue C011-3
Limit fills around option fair value
The archive shows option entry as a fill around a five-input model value. TradersWeek reads that historical workflow as two clocks: a weekly cheap-versus-rich band, and a same-session limit fill that either lands inside the band or does not.
- Editorial reading: a five-input premium model sets the week's cheap-versus-rich band, and a same-session limit fill decides whether the print lands inside it.
- Most at-the-money front-month options in the illustrated tape typically span about one to two points inside a single session, so the fill level is material to the trade result.
- Waiting for a pre-chosen price is presented as the usual execution choice; paying through the market is reserved for a discontinuity exception.
- Habitual paying-up versus fair value is framed as surrendering the edge, with 85 percent of such chasers remaining active no longer than 18 months.
Two clocks for one fill
The archive presents waiting for a pre-chosen price as the usual way to enter, and it judges cheapness or richness against a five-input model. TradersWeek reads that historical workflow as a two-clock execution problem. The first clock is the five-factor premium model that sets the cheap-versus-rich band for the week. The second is a same-session limit fill that decides whether the listed premium lands inside that band.
The editorial lesson is regime-aware fill hygiene, not a new directional signal. In editorial terms, paying through the band is an exception reserved for a discontinuity tape, not the default way to express a view.
How fair value is judged
Theoretical cheapness or richness is judged with a five-input pricing model whose primary input is volatility. Time to expiration, interest rates, the underlying price, and dividend flow are the remaining inputs. Theoretical richness is the point or percent gap between the live premium and that five-factor model value.
Why the fill level is material
Most at-the-money front-month options in the illustrated tape typically span about one to two points inside a single session, so the fill level is material to the trade result.
On a static, range-bound day an option marked fair at 4-1/2 can still print 5, about 11 percent rich, and 4, about 11 percent cheap, before the close. That session is a range-bound premium: a quiet tape in which the option oscillates around fair value rather than trending away from it.
A buyer of the August 255 calls who paid 5 near the session high, rather than 4, would later show a 1-1/4-point loss if the option printed 3-3/4, versus a 1/4-point loss from the lower fill. The higher print fits a premium chase: lifting an offer near the session high instead of waiting for a pre-set limit.
Premium chase versus a limit fill
Waiting for the option to trade down to a pre-chosen price is presented as the usual execution choice. That wait is the limit fill: a resting bid or offer that lets the listed premium trade to a chosen price. Paying through the market is reserved for the uncommon case of a move that would otherwise be missed.
Habitual paying-up versus fair value is framed as surrendering the edge, with 85 percent of such chasers remaining active no longer than 18 months.
A half-dollar premium above the model is not treated as an automatic short. It can reflect elevated near-term rally expectations, while a long at 5 is framed as having weaker odds than a long at 4-1/2 or 3-3/4.
The discontinuity exception
A discontinuity exception is a rare break in the underlying that can justify paying a premium far above the model. Far out-of-the-money puts on a name that later dropped 48 points were modeled at 1/16 yet offered at 1-1/2 with two days to expiration, then opened at 14 and traded 21 after the break.
TradersWeek treats that tape as the uncommon case, not as a reason to make paying through the band the ordinary entry. The archive facts describe the historical workflow. The two-clock reading is editorial and is not attributed to the archive.
All readings on this track · 18 readings
- 1988Critiquing Black-Scholes early exercise on futures options
- 1988Constructing option premiums against a Black-Scholes baseline
- 1989Limit fills around option fair value
- 1990When volatility skews are regimes, not mispricings
- 1994Estimating closeout value on a Treasury bond options strangle
- 1996Constructing option theta from premium, volatility, and moneyness
- 2002Calendar income from volatility skew and time stops
- 2003Constructing option value from historical and implied volatility
- 2004Calendar construction from exercise style, time budget, and carry
- 2005A mid-life payoff chart is a volatility-regime assumption
- 2005Exotic option payoffs beyond the vanilla premium
- 2006Auditing index volatility inputs in call income studies
- 2008Ratio write delta adjustment when the tape rises
- 2010Expiration-dated volatility cones as portfolio context
- 2015Auditing buy-write recovery overlays against pricing and scenario breaks
- 2015Odd-lot mini-option hedges versus implied volatility
- 2018Implied volatility as an option-premium construction gauge
- 2019Black-Scholes construction from a covered-call balance sheet