1991issue C021
Constructing an activity-weighted call-put sentiment reading
A call-put-ratio compresses call and put volume into one crowd-sentiment reading. Day-to-day volume is too volatile to use raw, and volume cannot separate new positioning from unwind, so each side is scaled by end-of-session open-interest and then smoothed with an activity-weighted-average.
- A call-put-ratio is call option volume divided by put option volume, with call-heavy activity treated as bullish expectation and put-heavy activity treated as bearish expectation.
- Day-to-day readings of that volume ratio are treated as too volatile to use raw, so a ten-day-moving-average is the conventional smoother.
- Volume alone cannot show new positioning versus liquidation, so a call-put-trin scales each side by end-of-session open-interest.
- Averaging by summing each series first, then taking ratios of those totals, produces an activity-weighted-average in which busy sessions outweigh quiet ones.
Start with a call-put-ratio
The first compression is a call-put-ratio: call option volume divided by put option volume. That ratio is used as a crowd-sentiment reading. Call-heavy activity is treated as bullish expectation. Put-heavy activity is treated as bearish expectation.
Day-to-day readings of the volume ratio are treated as too volatile to use raw. A ten-day-moving-average is the conventional lookback used to damp those swings.
Volume cannot name new risk
Each option purchase has a matching writer. Volume by itself therefore does not show whether activity is new positioning or liquidation of existing contracts.
Open-interest is the number of option contracts still outstanding at the close of a session. Combining the volume ratio with that end-of-session open-interest produces the next object in the workflow.
Scale each side with open-interest
The next object is a call-put-trin: the call volume-to-open-interest ratio divided by the put volume-to-open-interest ratio. That is call volume over call open-interest, divided by put volume over put open-interest.
The sentiment gauge remains a ratio of call activity to put activity. Each side is now measured against the contracts still outstanding at the close.
Build an activity-weighted-average
When the call-put-trin is averaged, each series is summed first. Ratios are then taken of those totals. The result is an activity-weighted-average: high-activity sessions weigh more than quiet sessions.
How the construction reads extremes
In this construction, an extreme surplus of optimism is associated with market tops. An extreme surplus of pessimism is associated with market bottoms.
All readings on this track · 31 readings
- 1989Constructing an open-interest-scaled put-call ratio
- 1990Open-interest put/call ratio as an intermediate sentiment overlay
- 1990Activity-weighted call-put ratio for options regime context
- 1990Stacking moving averages, put-call regimes, and double bottoms
- 1991Constructing put-call open-interest regime filters
- 1991Constructing an activity-weighted call-put sentiment reading
- 1991Fund-index regime, put-call confirmation, then the tracking fund
- 1992A seven-vote sentiment score for fund-sleeve regimes
- 1992Construct an activity-weighted call-put ratio before reading crowd conviction
- 1992Pair action with opinion in a composite sentiment index
- 1992Crowd extremes as a three-gate contrary procedure
- 1993Constructing a put-volume average regime filter
- 1993Neural-net inputs and rule trees for mechanical systems
- 1994Failed Treasury put-call signal and a dollar regime shift
- 1994Separate survey, put-call, and premium ledgers before a regime call
- 1994Repeated option-premium prints and a four-zone regime map
- 1995Consecutive-day regimes in the put-call premium ratio
- 1995Construct a put-call ratio for regime-aware contrarian signals
- 1996Treat one options idea as a regime-aware portfolio decision
- 1997Options open interest, put-call sentiment, and contrarian context
- 2000A two-layer put-call construction for intermediate market conditions
- 2002Sentiment confirmation for trend-following options
- 2003Construct a regime overlay from implied volatility and the put-call ratio
- 2004Dollar-weighted Put-call ratio construction
- 2006Debit put spreads inside put-call regimes
- 2011Put-call ratio cycle phases for index context
- 2011Constructing a put-call ratio cycle indicator
- 2011Building a put-call ratio indicator stack
- 2011Put-call ratio regime context with oscillator and band confirmation
- 2018Reading seasonal regimes with put-call divergence and bands
- 2020Treat close-only volume as a hypothesis, then choose regime or phase