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Updated: Jun 4, 2026

Watershed Planning within a Quantitative Scenario Analysis Framework
Published on: July 24, 2016
An interval-based regret-analysis method for identifying long-term municipal solid waste management policy under
1S-C Energy and Environmental Research Academy, North China Electric Power University, Beijing 102206, China. bobbycuilin@163.com.cn
This study introduces an interval-based regret-analysis (IBRA) model for municipal solid waste (MSW) management planning. The model helps decision-makers balance system costs and failure risks under uncertainty.
Area of Science:
- Environmental Engineering
- Operations Research
- Decision Science
Background:
- Municipal solid waste (MSW) management requires robust long-term planning strategies.
- Uncertainty in system costs and risk levels complicates decision-making for MSW management.
- Existing models may not adequately address uncertainties expressed as interval values and random variables.
Purpose of the Study:
- To develop and apply an interval-based regret-analysis (IBRA) model for long-term MSW management planning.
- To support decision-making in the City of Changchun, China.
- To provide a framework that accounts for uncertainties without assuming probabilistic distributions.
Main Methods:
- Developed an interval-based regret-analysis (IBRA) model.
- Integrated interval-parameter programming (IPP) and minimax-regret (MMR) analysis within an integer programming framework.
- Generated an interval regret matrix using interval system costs and applied the interval minimax regret (IMMR) criterion.
Main Results:
- The IBRA model successfully generated reasonable solutions for long-term MSW management planning.
- The model accounts for economic consequences across various scenarios, system costs, and risk levels.
- Decision alternatives were identified based on the interval minimax regret (IMMR) criterion.
Conclusions:
- The developed IBRA model provides a valuable tool for strategic MSW management planning.
- The model facilitates a compromise between minimizing system costs and system-failure risk.
- The approach is effective in handling uncertainties inherent in MSW management decision-making.
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