An interval-parameter two-stage chance-constraint mixed integer linear programming (ITCMILP) model is provided for supporting long-term planning of solid waste management in the City of Foshan, China. The ITCMILP is formulated by integrating interval-parameter, two-stage, mixed integer, and chance-constraint programming methods into a general framework, and can thus deal with multiple uncertainties associated with model parameters, constraints and objectives. Three scenarios are examined, covering combinations of various system conditions and waste management policies. Scenario I is designed for comparison purposes. Scenarios 2 and 3 correspond to situations when the existing landfill's life is to be extended. The results demonstrate t...
In this paper, the authors propose a mixed integer linear programming model for designing an Integra...
In this study, an inexact minimax regret mixed integer programming (IMMRIP) method is applied to lon...
In this study, a dynamic analysis approach based on an inexact multistage integer programming (IMIP)...
An interval chance-constrained mixed integer linear programming (ICCMILP) was developed for municipa...
The provision of a reliable, feasible and sustainable municipal solid waste (MSW) management plan is...
This paper introduces a hybrid optimization approach, an inexact two-stage mixed integer linear prog...
A good municipal solid waste (MSW) management plan is needed to ensure that the communities can have...
In this study, an inexact fuzzy chance-constrained two-stage mixed-integer linear programming (IFCTI...
In this study, a random-boundary-interval linear programming (RBILP) method is developed and applied...
In this study, an interval-parameter semi-infinite fuzzy-chance-constrained mixed-integer linear pro...
WOS: 000520856700021PubMed: 32087539Long-term planning of municipal solid waste management systems i...
Long-term planning of municipal solid waste management systems is a complex decision making problem ...
In real-world municipal solid waste (MSW) management systems, identification of proper policies unde...
In this study, an interval-fuzzy two-stage stochastic linear programming (IFTP) method is developed ...
In this study, a solid waste decision-support system was developed for the long-term planning of was...
In this paper, the authors propose a mixed integer linear programming model for designing an Integra...
In this study, an inexact minimax regret mixed integer programming (IMMRIP) method is applied to lon...
In this study, a dynamic analysis approach based on an inexact multistage integer programming (IMIP)...
An interval chance-constrained mixed integer linear programming (ICCMILP) was developed for municipa...
The provision of a reliable, feasible and sustainable municipal solid waste (MSW) management plan is...
This paper introduces a hybrid optimization approach, an inexact two-stage mixed integer linear prog...
A good municipal solid waste (MSW) management plan is needed to ensure that the communities can have...
In this study, an inexact fuzzy chance-constrained two-stage mixed-integer linear programming (IFCTI...
In this study, a random-boundary-interval linear programming (RBILP) method is developed and applied...
In this study, an interval-parameter semi-infinite fuzzy-chance-constrained mixed-integer linear pro...
WOS: 000520856700021PubMed: 32087539Long-term planning of municipal solid waste management systems i...
Long-term planning of municipal solid waste management systems is a complex decision making problem ...
In real-world municipal solid waste (MSW) management systems, identification of proper policies unde...
In this study, an interval-fuzzy two-stage stochastic linear programming (IFTP) method is developed ...
In this study, a solid waste decision-support system was developed for the long-term planning of was...
In this paper, the authors propose a mixed integer linear programming model for designing an Integra...
In this study, an inexact minimax regret mixed integer programming (IMMRIP) method is applied to lon...
In this study, a dynamic analysis approach based on an inexact multistage integer programming (IMIP)...