How do you build a Monte Carlo simulation for a marketing decision?
Monte Carlo propagates input distributions through a decision model. Quality depends less on draw count than on relevant distributions, dependencies and scenarios.
Direct answer
Estimate an outcome distribution and probability of crossing a threshold.
Monte Carlo propagates input distributions through a decision model. Quality depends less on draw count than on relevant distributions, dependencies and scenarios.
Y(s) = f(X₁(s),…,Xk(s)); s=1…SESTIMAND
Estimation profile
- Unit of analysis
- Declared unit or comparison × horizonControlled scientific terminology
scenario × simulation draw - Exact estimand
Distribution of a decision outcome- Model or deliverable
Y(s) = f(X₁(s),…,Xk(s)); s=1…S
01—08
Verifiable analysis framework
- 01Question
How do you build a Monte Carlo simulation for a marketing decision?
- 02Estimand
Distribution of a decision outcome · scenario × simulation draw
- 03Data
input_distribution · dependency · scenario · decision_threshold · random_seed
- 04Model or deliverable
Y(s) = f(X₁(s),…,Xk(s)); s=1…S
- 05Declared calculation
Y(s) = f(X₁(s),…,Xk(s)); s=1…S → Distribution of a decision outcome
- 06Uncertainty checks
Distribution elicitation · Dependencies · Monte Carlo error · Convergence · Sensitivity · Reproducible seed
- 07Method-specific validation
Check data, estimate stability and interpretation limits. Distribution elicitation · Dependencies · Monte Carlo error · Convergence · Sensitivity · Reproducible seed
- 08Limitations
Compensate for unrealistic assumptions with more simulations.
Required variables
input_distributiondependencyscenariodecision_thresholdrandom_seed
Checks · Controlled scientific terminology
- Distribution elicitation
- Dependencies
- Monte Carlo error
- Convergence
- Sensitivity
- Reproducible seed
Estimate an outcome distribution and probability of crossing a threshold.
Compensate for unrealistic assumptions with more simulations.
Scientific sources
2 sources
Dataset · Tool
Method connections
