Monte Carlo vs. Deterministic: When to Use Which Model
September 1, 2025 • 11 min read Updated: January 24, 2025 - Monte Carlo engine fully implemented
Technical Note: Our Monte Carlo engine uses market-linked simulations calibrated to industry benchmarks. See complete methodology documentation for mathematical specifications and validation approach.
Your CFO wants a "realistic" portfolio projection. Should you:
A) Build a base case scenario? B) Build three scenarios (base, upside, downside)? C) Run 10,000 Monte Carlo simulations?
The answer: It depends on what question you're trying to answer.
When to Use Each Approach
DDeterministic (3 Scenarios)
Best For:
- •Board presentations and IC meetings
- •Strategic planning discussions
- •Quick "what if" analysis
- •When you need simple, clear narratives
Example: "Show me base case, bull case, bear case for our 2026 liquidity"
MCMonte Carlo (10,000+ Simulations)
Best For:
- •Risk assessment and VaR calculations
- •Understanding probability distributions
- •Liquidity stress testing
- •When you need confidence intervals
Example: "What's the probability we'll need a capital call in Q3 2026?"
Quick Decision Guide
The Two Approaches
Deterministic Modeling
What it is: You define specific assumptions and calculate one outcome.
Example:
- Assume 15% annual growth
- Assume exits in years 5-7
- Assume 2% management fees
- Calculate: NAV will be $47M in Q20
Pros:
- Easy to understand
- Fast to calculate
- Easy to explain to others
- Shows clear cause and effect
Cons:
- Gives false sense of precision
- Doesn't capture uncertainty
- Can't estimate probabilities
- Encourages anchoring on single number
Monte Carlo Simulation
What it is: You define probability distributions for key variables, then run thousands of simulations to see the range of possible outcomes.
Example:
- Growth: 10-20% (normal distribution, mean 15%, std dev 3%)
- Exit timing: Years 5-7 (uniform distribution)
- Run 10,000 simulations
- Result: NAV will be 52M (80% confidence interval)
Pros:
- Captures uncertainty
- Provides confidence intervals
- Shows full range of outcomes
- Better for risk management
Cons:
- More complex
- Slower to calculate
- Harder to explain
- Can give false sense of scientific precision
When to Use Deterministic
Deterministic models are great for:
1. Quick Analysis
Question: "What happens to our allocation if we commit $50M to this new fund?"
Why deterministic: You just need directional understanding, not precise probabilities.
What to model:
- Current portfolio: $500M
- New commitment: $50M
- Projected NAV impact: ~$550M (assuming full deployment)
Time: 30 seconds
2. Scenario Comparison
Question: "Should we shift from 30% VC to 25% VC and 5% more in credit?"
Why deterministic: You want to compare two specific strategies, not model all possibilities.
What to model:
- Scenario A: Current allocation
- Scenario B: Proposed reallocation
- Compare: IRR, TVPI, risk metrics
Time: 2 minutes
3. Communicating with Non-Technical Stakeholders
Question: "What will our portfolio look like in 5 years?"
Why deterministic: Your board doesn't want to hear about probability distributions and confidence intervals.
What to show:
- Base case: Expected outcome under reasonable assumptions
- Upside case: If things go well
- Downside case: If we face headwinds
Message: "We expect 500M to $700M."
4. Back-of-Envelope Checks
Question: "Does this deal make sense at all?"
Why deterministic: You're just checking if it's in the ballpark, not doing full diligence.
What to model:
- Quick IRR calculation
- Simple cashflow projection
- Rough allocation impact
Decision: "Yes, worth detailed analysis" or "No, not in our range."
When to Use Monte Carlo
Monte Carlo is better for:
1. Risk Management
Question: "What's the probability we'll need more than $200M in dry powder over the next 2 years?"
Why Monte Carlo: You need to understand the tail risks, not just the base case.
What to model:
- Capital call timing (uncertain)
- Distribution timing (even more uncertain)
- Net cash flow over 8 quarters
- Probability of cash shortfall
Result: "15% chance we'll need >250M."
Action: "Let's maintain $225M in liquid reserves to be 97% confident."
2. Long-Term Strategic Planning
Question: "If we change our allocation strategy, what's the range of outcomes over 10 years?"
Why Monte Carlo: Too many variables to model deterministically over 10 years.
What to model:
- Market returns (vary by year)
- Manager performance (vary by fund)
- Exit timing (uncertain)
- Currency effects (volatile)
- New capital deployment (lumpy)
Result: "Expected outcome: 900M-$1.6B."
Action: "Strategy is sound, but let's ensure we can weather the downside scenarios."
3. Stress Testing
Question: "What happens if we face another 2008-style crisis?"
Why Monte Carlo: Need to model compounding worst-case events across multiple variables.
What to model:
- Exit freeze (12-24 months)
- Valuation cuts (20-40%)
- Follow-on requirements (elevated)
- Currency volatility (increased)
- Credit tightening (reduced distributions)
Result: "In 5% worst-case scenarios, NAV drops to 180M in crisis reserves."
Action: "Let's ensure we have $200M+ in highly liquid reserves."
4. Portfolio Optimization
Question: "What's the optimal allocation to maximize risk-adjusted returns?"
Why Monte Carlo: Need to explore many possible allocations under uncertainty.
What to model:
- Multiple allocation strategies
- Varying market conditions
- Different manager performances
- Correlation effects
Result: "Optimal allocation: 35% VC, 30% buyout, 20% growth, 15% credit. Sharpe ratio: 1.8."
Action: "Shift allocation toward this target over next 18 months."
The Hybrid Approach: Best of Both
In practice, sophisticated portfolio managers use both:
Step 1: Deterministic Base Case
Start with a clean, simple deterministic model.
Assumptions:
- Expected returns by asset class
- Target deployment schedules
- Standard fee structures
- Current FX rates
Result: "Base case 5-year projection: NAV grows from 685M, IRR of 12.8%."
Step 2: Deterministic Scenarios
Build 2-3 alternative scenarios around the base case.
Upside Scenario:
- Returns: +300bps above base
- Exits: 6 months earlier
- FX: Favorable by 5%
Result: "Upside projection: NAV reaches $760M, IRR of 15.2%."
Downside Scenario:
- Returns: -300bps below base
- Exits: 12 months delayed
- FX: Unfavorable by 5%
Result: "Downside projection: NAV reaches $610M, IRR of 10.1%."
Step 3: Monte Carlo Risk Analysis
Run Monte Carlo to understand probability of outcomes beyond the scenarios.
Variable distributions:
- Returns: Normal (mean = base case, std dev = historical)
- Exit timing: Uniform (±12 months from base)
- FX: Historical volatility
Result: "80% confidence interval: 750M. 5% downside risk: Below $590M."
Step 4: Communicate with Layered Approach
To the board:
- "Base case: $685M"
- "Range: 760M"
- Simple language, deterministic scenarios
To the investment committee:
- "Expected: $685M"
- "80% confidence: 750M"
- "5% downside risk: <$590M"
- Include probability language
To the risk committee:
- Full Monte Carlo results
- Probability distributions
- Tail risk analysis
- Stress test scenarios
Everyone gets what they need at the right level of detail.
Common Mistakes
Mistake 1: Monte Carlo Everything
"We should run 10,000 simulations for every decision!"
Problem: Overkill for simple questions. You spend 30 minutes modeling what could be answered in 30 seconds.
When this happens: Junior analyst excited about new Monte Carlo tool.
Solution: Use deterministic for quick analysis, Monte Carlo for complex risk assessment.
Mistake 2: Over-Precise Deterministic
"Our 5-year NAV projection is $684,327,492."
Problem: False precision. You don't know within ±$50M, much less to the dollar.
When this happens: Excel model with too many decimal places.
Solution: Round to meaningful precision. "684.3M".
Mistake 3: Black Box Monte Carlo
"The model says there's a 23.7% probability of..."
Problem: If you can't explain the model simply, stakeholders won't trust it.
When this happens: Analyst runs complex simulation without understanding underlying assumptions.
Solution: Always be able to explain Monte Carlo results with simple scenarios.
Mistake 4: Ignoring Model Assumptions
"Monte Carlo is sophisticated, so it must be more accurate."
Problem: Garbage in, garbage out. Bad assumptions produce bad results, whether deterministic or stochastic.
When this happens: Blind faith in models.
Solution: Validate assumptions with historical data and expert judgment.
Mistake 5: Single Scenario Anchoring
"The base case is $685M, so that's what we'll get."
Problem: Reality is uncertain. Presenting single number encourages false confidence.
When this happens: Management demands "THE number" for budgeting.
Solution: Always present ranges, even for deterministic models: "Base case 620M-$750M."
Practical Implementation
What You Need for Deterministic Modeling
Minimum:
- Excel with basic formulas
- Historical fund data
- Return assumptions
Time to build: 1-2 days for comprehensive model
Time to run: Seconds to minutes
Difficulty: Easy to moderate
What You Need for Monte Carlo
Minimum:
- Statistical software (R, Python) OR
- Specialized tool (like Nagare)
- Historical volatility data
- Distribution assumptions
Time to build: 1-2 weeks for robust Monte Carlo engine
Time to run: Minutes to hours (depending on complexity)
Difficulty: Moderate to difficult
How Nagare Handles Both
Deterministic:
- Quick scenario modeling (10 seconds)
- Base/upside/downside templates
- Real-time calculation updates
Monte Carlo:
- Pre-built simulation engine
- 10,000 iterations in under 2 minutes
- Confidence intervals automatically calculated
- Visual probability distributions
The Interface:
- Toggle between modes seamlessly
- Start with deterministic for exploration
- Switch to Monte Carlo for risk analysis
- Export results for presentations
Decision Framework
Use this flowchart:
Question: Do I need to make a quick decision?
- Yes: Deterministic → Simple base case
- No: Continue
Question: Am I presenting to non-technical audience?
- Yes: Deterministic → Base + upside/downside scenarios
- No: Continue
Question: Is risk management critical to this decision?
- Yes: Monte Carlo → Full probability analysis
- No: Continue
Question: Do I need precise probability estimates?
- Yes: Monte Carlo → Statistical confidence intervals
- No: Deterministic → Scenario analysis is sufficient
Real-World Example
Situation: Family office considering doubling allocation to emerging market VC.
Question 1: "If we double EM VC from 10% to 20%, how does that change our portfolio?"
Approach: Deterministic Time: 30 seconds Result: "NAV projection increases from 525M, but volatility increases." Decision: "Interesting, let's dig deeper."
Question 2: "What are the upside/downside cases?"
Approach: Deterministic scenarios Time: 5 minutes Result:
- Base: $525M
- Upside: $580M (EM VC pays off big)
- Downside: $470M (EM VC underperforms) Decision: "Range is wide. How confident should we be?"
Question 3: "What's the probability distribution of outcomes?"
Approach: Monte Carlo Time: 10 minutes Result:
- Expected: $525M
- 80% confidence: 570M
- 10% downside risk: <$460M
- Probability of outperforming base allocation: 48% Decision: "Roughly coin-flip whether this beats current allocation, but with more downside risk. Let's reduce target to 15% instead of 20%."
Final Check with 15% EM VC allocation:
Approach: Monte Carlo Result:
- Expected: $515M
- 80% confidence: 540M
- 10% downside risk: <$480M
- Probability of outperforming base allocation: 55% Decision: "Better risk/reward. Approved."
Total analysis time: 20 minutes
Without Monte Carlo, they would've either:
- Made decision on gut feel (risky)
- Spent 2 weeks doing manual scenario analysis (slow)
The Bottom Line
Deterministic modeling:
- Fast, simple, intuitive
- Great for exploration and communication
- Use for 80% of day-to-day analysis
Monte Carlo simulation:
- Rigorous, comprehensive, probabilistic
- Great for risk management and complex decisions
- Use for 20% of analysis where precision matters
Best practice: Start deterministic, escalate to Monte Carlo when needed.
Don't: Default to Monte Carlo for everything (overkill).
Don't: Use deterministic for major strategic decisions without understanding uncertainty (risky).
Want to see sophisticated Monte Carlo analysis? Request a demo and we'll run simulations on your actual portfolio.
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