Calculator Inputs
Quick Reference
PME Formula (Kaplan-Schoar):
PME = Total Value / FV of Capital in Index
Where:
FV of Capital = Capital x (Index Exit / Index Entry)
Interpretation:
- PME > 1.0 PE outperformed the index
- PME < 1.0 Index outperformed PE
- PME = 1.0 Matched performance
Results
Formula Breakdown
Model Assumptions
- Simplified 2-period Kaplan-Schoar PME: Single capital call at entry, single terminal value at exit.
- Full multi-period PME requires time-series cash flows: Multiple contributions and distributions over time are out of scope for this calculator.
- Total Value = Distributions + NAV: Enter the combined figure as a single input.
- Total-return index assumed: Use an index that includes reinvested dividends for accurate comparison.
- Fees, taxes, and currency effects not modeled separately: Results reflect the cash flows you enter.
- For educational purposes only. Not financial advice.
When to Use This Calculator
Use PME Calculator
When benchmarking PE returns against a public index. Answers: "Did my PE investment beat the market?"
Use MOIC Calculator
When you only need the total value multiple (e.g., 2.3x) without benchmark comparison.
Use IRR Calculator
When you have multiple cash flows over time and need an annualized return rate.
Frequently Asked Questions
Disclaimer: This calculator is for educational purposes only and does not constitute financial advice. Private equity investments involve significant risks including illiquidity and potential loss of capital. PME calculations depend heavily on benchmark selection; results may vary with different indices. Consult with qualified financial professionals before making investment decisions.
Course by Ryan O'Connell, CFA, FRM
Portfolio Analytics & Risk Management
Master portfolio analytics and risk management. Learn to benchmark private equity returns, calculate risk metrics, and build institutional-quality investment analysis frameworks.
- PME, IRR, MOIC and PE performance metrics
- Risk-adjusted return measures (Sharpe, Sortino, Treynor)
- Portfolio optimization and asset allocation
- Value at Risk (VaR) and stress testing