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Evaluating water quality investments using cost utility analysis
Stefan Hajkowicz1, Rachel Spencer, Andrew Higgins
1CSIRO Sustainable Ecosystems, 306 Carmody Road, St Lucia, QLD 4067, Australia. Stefan.Hajkowicz@csiro.au
This study uses cost utility analysis (CUA) and a knapsack algorithm to optimize water quality projects in Perth. The method maximizes project benefits within a budget, ensuring efficient investment in water remediation.
Area of Science:
- Environmental Economics
- Water Resource Management
- Decision Science
Background:
- Water quality enhancement projects require careful investment selection.
- Traditional methods struggle to quantify intangible benefits of environmental projects.
- Optimizing resource allocation under budget constraints is crucial for effective water management.
Purpose of the Study:
- To develop and apply a novel methodology for selecting an optimal portfolio of water quality enhancement projects.
- To integrate cost utility analysis (CUA) with optimization algorithms for robust decision-making.
- To maximize the aggregate utility score of water quality projects within a defined budget.
Main Methods:
- Cost utility analysis (CUA) was employed, incorporating discounted cash flow for costs.
- A binary combinatorial optimization solver (knapsack algorithm) was utilized to identify the optimal project mix.
- Compromise programming (CP) was applied within CUA to measure multi-attribute utility scores.
Main Results:
- The study demonstrates a method to select water quality projects that maximize aggregate utility.
- The approach effectively manages intangible benefits by assigning utility scores.
- The knapsack algorithm efficiently identified optimal project portfolios under budget constraints.
Conclusions:
- Cost utility analysis provides a transparent and analytically robust framework for water quality investment decisions.
- The combined CUA and knapsack algorithm approach offers an effective strategy for maximizing benefits from water remediation investments.
- This methodology supports informed decision-making for water resource management under financial limitations.
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