A new study compares the Datar–Mathews real options method with Simulation Decomposition for environmental investment decisions. Results show that SimDec provides far deeper insight into uncertainty and value drivers, while real options remain useful mainly for pricing flexibility.
Environmental projects—from R&D investments to renewable energy storage and industrial joint ventures—are filled with uncertainty. Yet many decision frameworks still rely on deterministic net-present-value (NPV) calculations that obscure risk, suppress “what-if” thinking, and miss the drivers that shape project success.
A new study compares two Monte-Carlo-based approaches used to evaluate such investments: the Datar–Mathews (DM) real options method, widely used for pricing investment flexibility, and Simulation Decomposition (SimDec), a modern global sensitivity analysis method designed to reveal how uncertain inputs shape outcomes.
The results highlight that while DM is useful for pricing flexibility, SimDec is far more informative for understanding uncertainty, identifying success drivers, and guiding strategic planning.
Real options methods originate from finance theory and are designed to value flexibility under uncertainty. They condense uncertainty into a single valuation number. The DM method takes a simulated NPV distribution, discards negative outcomes, and computes the expected value of the positive portion (Fig. 2A, page 6).
SimDec, by contrast, comes from global sensitivity analysis. It decomposes the entire output distribution into segments driven by the most influential variables, revealing interactions, causal structures, and the ranges of outcomes associated with different input states (Fig. 2B, page 6).
Both approaches use the same Monte Carlo data. What differs is what they do with it.
The study evaluates both methods on three Finnish environmental applications (Section 3):
Each case uses scenario-based inputs (Tables 1–3, pages 4–6), allowing direct comparison of how DM and SimDec process identical uncertainty structures.
Across all three cases, DM provides:
For example, in the hydro storage project, DM recommends investing (all simulated NPVs are positive), but cannot show whether profitability arises from electricity price spreads, operating costs, or scenario conditions (Fig. 3A, page 7).
SimDec consistently provides deeper insights:
For all cases, operating revenues explain 85–90% of NPV variation (Figures 2B, 3B, and 4B).
This immediately points decision-makers to the levers that matter.
SimDec partitions the output histogram into low, medium, and high states of the influential inputs.
Example: In the hydro storage case, only the high revenue segment of the distribution produces strong returns; low/medium levels shift outcomes downwards (Fig. 3B).
A more detailed analysis (Fig. 6, page 9) decomposes hydro storage profitability by both electricity price scenarios and night-time prices.
Insights include:
These findings directly support strategy and risk management—something real options valuations cannot do.
SimDec can incorporate both internal (design) and external (market) variables, highlighting where flexibility—hedging, design changes, operational adjustments—has the greatest value.
Table 6 (page 10) summarizes the difference:
SimDec provides the “value density” that real options analysis lacks, turning raw distributions into actionable insight.
SimDec and the DM method answer different questions.
The DM method is useful when a single financial metric is required.
SimDec is essential when the goal is strategic decision-making under uncertainty.
The study concludes that for environmental and sustainability applications, SimDec should be the primary tool for exploration and planning, with real options used only as a supplementary pricing instrument.
Liukkonen, S., Kozlova, M., Stepanov, R., & Yeomans, J. S. (2025). Comparative analysis of the Datar-Mathews real options method and simulation decomposition for strategic environmental decision-making. Journal of Environmental Informatics Letters. https://doi.org/10.3808/jeil.202400156