1997
DOI: 10.1016/s0165-0114(96)00086-3
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A fuzzy interval multiobjective mixed integer programming approach for the optimal planning of solid waste management systems

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Cited by 108 publications
(30 citation statements)
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References 26 publications
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“…Huang et al (1994b) proposed an interval fuzzy quadratic programming (IFQP) approach for optimization analysis of waste management problems under uncertainty, which integrates interval-parameter programming, fuzzy linear programming and fuzzy quadratic programming within a general optimization framework. The IFQP (Huang et al 1993;Srivastava and Nema 2011) FFP IQP (Huang et al 1994b) FFP ILP MIP MOP (Chang et al 1997b) FFP ILP (Huang et al 2001b) FFP ILP VA (Huang et al 2002; FFP ILP MSP (Li et al 2009c) FFP ILP MIP SIP FFP ILP SIP FFP ILP MIP BIP uses multiple control variables for the related fuzzy constraints instead of a single variable for all constraints to incorporate the independent properties of the stipulation uncertainties. Chang et al (1997b) developed a fuzzy interval multi-objective mixed integer programming (FIMOMIP) model to evaluate sustainable management strategies for solid waste management in a metropolitan region.…”
Section: Fuzzy Flexible Programmingmentioning
confidence: 99%
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“…Huang et al (1994b) proposed an interval fuzzy quadratic programming (IFQP) approach for optimization analysis of waste management problems under uncertainty, which integrates interval-parameter programming, fuzzy linear programming and fuzzy quadratic programming within a general optimization framework. The IFQP (Huang et al 1993;Srivastava and Nema 2011) FFP IQP (Huang et al 1994b) FFP ILP MIP MOP (Chang et al 1997b) FFP ILP (Huang et al 2001b) FFP ILP VA (Huang et al 2002; FFP ILP MSP (Li et al 2009c) FFP ILP MIP SIP FFP ILP SIP FFP ILP MIP BIP uses multiple control variables for the related fuzzy constraints instead of a single variable for all constraints to incorporate the independent properties of the stipulation uncertainties. Chang et al (1997b) developed a fuzzy interval multi-objective mixed integer programming (FIMOMIP) model to evaluate sustainable management strategies for solid waste management in a metropolitan region.…”
Section: Fuzzy Flexible Programmingmentioning
confidence: 99%
“…The IFQP (Huang et al 1993;Srivastava and Nema 2011) FFP IQP (Huang et al 1994b) FFP ILP MIP MOP (Chang et al 1997b) FFP ILP (Huang et al 2001b) FFP ILP VA (Huang et al 2002; FFP ILP MSP (Li et al 2009c) FFP ILP MIP SIP FFP ILP SIP FFP ILP MIP BIP uses multiple control variables for the related fuzzy constraints instead of a single variable for all constraints to incorporate the independent properties of the stipulation uncertainties. Chang et al (1997b) developed a fuzzy interval multi-objective mixed integer programming (FIMOMIP) model to evaluate sustainable management strategies for solid waste management in a metropolitan region. The application of FIMOMIP demonstrates that not only management cost/benefit but also environmental impacts (air pollution, traffic flow limitation, and leachate and noise impacts) can be minimized under uncertainties quantified by either membership functions or interval numbers.…”
Section: Fuzzy Flexible Programmingmentioning
confidence: 99%
“…Anterior approach may be used to tackle the new system, and posterior approach would be favored in dealing with the existing one with possible expansion or modification. Furthermore, a combined anterior and posterior approach might be a good choice for those which need to expand the current monitoring capacity or relocate the current stations [6]. In fact, monitoring network dimension reduction is a need that can be foreseen in many countries, and its applications in the context of information theory and/or locational theory also fall into such category [7].…”
Section: Literature Reviewmentioning
confidence: 99%
“…The effective application of SWM mathematical models as tools for decision making by municipal solid waste planners, in developing countries, is still a big challenge. A considerable amount of research has been done in the last two decades on various aspects of SWM, and a number of economically based optimization models for waste streams allocation and collection vehicle routes, have been developed (Chang, Chen et al, 1997). Owing to an increasing awareness of environmental protection and conservation of natural resources, rising prices of raw materials, and energy conservation concerns, the current research in SWM is now guided by the aim of designing comprehensive models that take into account multidisciplinary aspects involving economic, technical, regulatory, and environmental sustainability issues.…”
Section: Introductionmentioning
confidence: 99%