Historical Vega (Options)
Returns the vega Greek for an option contract on a specific historical date. Vega measures the option price sensitivity to a 1% change in implied volatility.
Parameters
| Parameter | Required | Description |
|---|---|---|
| Symbol | Yes | Option symbol (OCC format) |
| OnDate | Yes | Historical date (DATE function or string) |
Input Requirements
Use OptionSymbol() to generate the option symbol:
| Parameter | Source | Example |
|---|---|---|
| Symbol | OptionSymbol() output |
OptionSymbol("AAPL",DATE(2026,3,15),"Call",170) |
Understanding Vega
| Characteristic | Description |
|---|---|
| Always positive | Both calls and puts gain value with higher IV |
| Highest at ATM | Vega peaks at-the-money |
| Decays near expiry | Shorter-dated options have lower vega |
| Per 1% IV change | Shows dollar change per 1pt IV move |
Notes
- Vega is typically quoted per 1% change in IV
- Longer-dated options have higher vega
- ATM options have the highest vega
Syntax
=opt_VegaHistorical(Symbol, OnDate)Parameters
Returns
Historical vega value on the specified date
Examples
=opt_VegaHistorical(OptionSymbol("AAPL",DATE(2026,3,15),"Call",170),DATE(2025,12,15))=opt_VegaHistorical("AAPL240315C00170000", DATE(2025,12,15))=opt_VegaHistorical(OptionSymbol("AAPL",DATE(2026,3,15),"Put",170),DATE(2025,12,15))=opt_VegaHistorical(A1, B1)=opt_VegaHistorical("AAPL240315C00170000", DATE(2025,12,15)) * 100 * 10When to Use
- Backtest volatility trading strategies
- Analyze historical volatility exposure
- Study vega changes over time
- Calculate historical position Greeks
- Analyze sensitivity to IV changes
When NOT to Use
| Scenario | Use Instead |
|---|---|
| Need current vega | opt_Vega() |
| Need historical IV | opt_ImpliedVolatilityHistorical() |
| Need historical delta | opt_DeltaHistorical() |
| Need all Greeks at once | opt_HistoricalOptionChain() |
Common Issues & FAQ
Why is vega the same for calls and puts?
At the same strike and expiration, calls and puts have identical vega values. Both benefit from higher volatility.
Why is vega lower for short-dated options?
Options closer to expiration have less time for volatility to impact them, hence lower vega.
How do I calculate total vega exposure?
Multiply vega by 100 (shares per contract) by number of contracts: =Vega * 100 * Contracts
Excel Templates Using Historical Vega (Options)
These ready-made MarketXLS templates call opt_VegaHistorical() in their worksheet formulas. Open one to see the function working inside a complete model.
Related Formulas
More MarketXLS Options formulas you can use in the same worksheet:
- Implied Volatility
- Implied Volatility (10 Day)
- Implied Volatility (20 Day)
- Implied Volatility (30 Day)
- Implied Volatility 1 Year
- Implied Volatility 6 Month
- Implied Volatility 60 Day
- Implied Volatility 90 Day
See opt_VegaHistorical used in a complete workbook: SPX Options Historical Data: Complete Guide to In-Depth Analysis and Trends
