All option guides
Understand time decay while markets are closed12 min read
Does Option Theta Decay Over Weekends and Holidays?
Learn how option time value changes over weekends and holidays, why theta conventions differ, and why Monday prices are not a fixed calendar-day deduction.
Prepared by Mark · Primary sources below
Direct answer
Option time does continue to pass over weekends and holidays, but a long option does not necessarily lose exactly two or three times the displayed daily theta when the market reopens. Theta is a model sensitivity with an explicit time convention, and it changes with moneyness, remaining life, volatility, rates, and the surface. Market makers can also reflect an approaching non-trading interval in Friday quotes before the close. By Monday, stock gaps, news, IV repricing, wider markets, and updated inputs can outweigh the isolated time effect. Weekend decay should therefore be modeled as a before-and-after scenario, not treated as a guaranteed fixed charge.
Calendar time continues when trading stops
An option has less contractual life after a weekend or holiday. A pricing model must move its valuation date forward even though the exchange was not open for ordinary trading.
That does not identify the next executable premium by itself. The underlying information set and volatility surface can change while the option market is closed.
Friday quotes can anticipate the closed interval
Competitive option quotes do not have to wait until Monday morning to recognize that fewer days will remain. Dealers can adjust Friday prices, volatility inputs, and spreads before the close.
This is why searching for one universal moment when “weekend theta is taken out” is misleading. The effect can be distributed across quotes and reopening conditions.
Theta conventions change the displayed daily number
Platforms may convert annual time using calendar days, trading days, or their own product and model conventions. A displayed theta cannot be multiplied correctly until its unit is known.
Theta itself is not constant for the next three days. Moving closer to expiration and changing moneyness can alter the sensitivity along the interval.
Short-dated at-the-money options need extra care
Near-expiration options can have little time to shed their remaining extrinsic value, while near-the-money contracts often concentrate sensitivity to both time and spot.
A holiday that changes the last trading day or leaves a long calendar gap can materially alter the risk window. Contract and exchange schedules must be checked directly.
Weekend news can dominate isolated decay
A Monday gap changes intrinsic value and delta, while new uncertainty can lift or lower IV. Bid-ask spreads may also open wider before liquidity returns.
A long call can rise despite negative theta, and a short option can lose despite positive theta. Total P&L always combines the changed inputs and actual exit price.
Reprice the complete weekend scenario
Compare Friday close and Monday open checkpoints using the same spot and IV first to isolate modeled time, then add spot gaps, IV shocks, and wider bid-ask assumptions separately.
Record the model's day-count rule, quote timestamp, exchange holiday schedule, expiration, settlement, and whether the position can be hedged in related overnight markets.
Common questions
Is three days of theta removed on Monday?
Not as a universal rule. The model advances through calendar time, but part of the effect may appear before Friday's close and other inputs change by Monday.
Does theta decay happen every hour?
Time is continuous in many models, while markets update in quotes and trades. A displayed daily theta is a local convention, not an hourly invoice.
Are option sellers guaranteed weekend income?
No. Positive theta can be overwhelmed by a stock gap, higher IV, skew changes, assignment, or poor execution.
Do holidays affect option expiration dates?
They can affect trading and expiration schedules for specific products. Verify the exchange calendar and contract specification rather than assuming every Friday behaves the same.
Sources and further reading
Apply this idea to an option
Choose a contract and target to keep price, time, and volatility assumptions visible in one analysis
Analyze my option