Research method
Black-Scholes Model
Black-Scholes Model is a canonical archive-taxonomy method; this registry entry defines its inputs, output and use boundary.
- Output
- Conditional forecast or research filter
- Input
- Ordered price, volume or breadth observations
- Horizon
- A defined sampling interval and lookback
- Best use
- Compare an explicit quantitative baseline with an out-of-sample result.
- Input: Ordered price, volume or breadth observations.
- Output: forecast.
- Use boundary: Compare an explicit quantitative baseline with an out-of-sample result.
The graph2
How the method is built, and where it has been read
Depends on
Often reviewed together
Option premium analysis5 readings
Often reviewed together
Implied volatility analysis8 readings
Read in the archive20 readings
1988Critiquing Black-Scholes early exercise on futures options1988Constructing option premiums against a Black-Scholes baseline1989Limit fills around option fair value1990When volatility skews are regimes, not mispricings1994Constructing hourly index futures lattices from live volatility1994Estimating closeout value on a Treasury bond options strangle1996Constructing option theta from premium, volatility, and moneyness2002Calendar income from volatility skew and time stops2003Constructing option value from historical and implied volatility2004Calendar construction from exercise style, time budget, and carry2005Exotic option payoffs beyond the vanilla premium2005A mid-life payoff chart is a volatility-regime assumption2006In-the-money calls as bounded synthetic leverage2006Auditing index volatility inputs in call income studies2008Ratio write delta adjustment when the tape rises2010Expiration-dated volatility cones as portfolio context2015Auditing buy-write recovery overlays against pricing and scenario breaks2015Odd-lot mini-option hedges versus implied volatility2018Implied volatility as an option-premium construction gauge2019Black-Scholes construction from a covered-call balance sheet
This registry entry describes a research method. It is not investment advice and does not make a performance claim.