In this study, a robust interval-based minimax-regret analysis (RIMA) method is developed and applied to the identification of optimal water-resources-allocation strategies under uncertainty. The developed RIMA approach can address uncertainties with multiple presentations. Moreover. it can be used for analyzing all possible scenarios associated with different system costs/benefits and risk levels without making assumptions on probabilistic distributions for random variables. In its solution process, an interval-element cost/benefit matrix can be transformed into an interval-element regret matrix, such that the decision makers can identify desired strategies based on inexact minimax regret (IMMR) criterion. Moreover, the fuzzy decision spac...
In this study, interval mathematical programming (IMP), m??-measure, and fuzzy chance-constrained pr...
Copyright © 2014 ISSR Journals. This is an open access article distributed under the Creative Common...
In this study, an interval-stochastic fractile optimization (ISFO) model is advanced for developing ...
In this study, an interval-parameter robust minimax-regret programming method is developed and appli...
In this study, a multistage scenario-based interval-stochastic programming (MSISP) method is develop...
Optimal water allocation within a river basin still remains a great modeling challenge for engineers...
In this study, a multistage scenario-based interval-stochastic programming (MSISP) method is develop...
The main characteristic of the water resources system (WRS) is its great complexity and uncertainty,...
This study presents an interval de Novo programming (IDNP) approach for the design of optimal water-...
Water companies and utilities in the UK are required to produce Water Resource Management Plans (WRM...
An interval-valued fuzzy linear-programming (IVFL) method based on infinite a-cuts is developed for ...
In this study, an inexact multistage joint-probabilistic programming (IMJP) method is developed for ...
In this study, a fuzzy-interval dynamic programming (FIDP) model is proposed for regional water mana...
World nowadays are facing water-related problem especially in the developing countries. Thus, water ...
This paper studies the dynamic application of the minimax regret (MR) decision criterion to identify...
In this study, interval mathematical programming (IMP), m??-measure, and fuzzy chance-constrained pr...
Copyright © 2014 ISSR Journals. This is an open access article distributed under the Creative Common...
In this study, an interval-stochastic fractile optimization (ISFO) model is advanced for developing ...
In this study, an interval-parameter robust minimax-regret programming method is developed and appli...
In this study, a multistage scenario-based interval-stochastic programming (MSISP) method is develop...
Optimal water allocation within a river basin still remains a great modeling challenge for engineers...
In this study, a multistage scenario-based interval-stochastic programming (MSISP) method is develop...
The main characteristic of the water resources system (WRS) is its great complexity and uncertainty,...
This study presents an interval de Novo programming (IDNP) approach for the design of optimal water-...
Water companies and utilities in the UK are required to produce Water Resource Management Plans (WRM...
An interval-valued fuzzy linear-programming (IVFL) method based on infinite a-cuts is developed for ...
In this study, an inexact multistage joint-probabilistic programming (IMJP) method is developed for ...
In this study, a fuzzy-interval dynamic programming (FIDP) model is proposed for regional water mana...
World nowadays are facing water-related problem especially in the developing countries. Thus, water ...
This paper studies the dynamic application of the minimax regret (MR) decision criterion to identify...
In this study, interval mathematical programming (IMP), m??-measure, and fuzzy chance-constrained pr...
Copyright © 2014 ISSR Journals. This is an open access article distributed under the Creative Common...
In this study, an interval-stochastic fractile optimization (ISFO) model is advanced for developing ...