Q
Q. Tan
Researcher at Applied Science Private University
Publications - 4
Citations - 324
Q. Tan is an academic researcher from Applied Science Private University. The author has contributed to research in topics: Nonlinear programming & Climate change. The author has an hindex of 4, co-authored 4 publications receiving 297 citations.
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Identification of optimal strategies for improving eco-resilience to floods in ecologically vulnerable regions of a wetland
TL;DR: A mixed integer fuzzy interval-stochastic programming model was developed for supporting the improvement of eco-resilience to floods in wetlands and indicates that the model is helpful for supporting adjustment or justification of allocation patterns of ecological flood-resisting capacities, and analysis of interactions among multiple administrative targets within a wetland.
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An integrated approach for climate-change impact analysis and adaptation planning under multi-level uncertainties. Part II. Case study
TL;DR: A large-scale integrated modeling system (IMS) was developed for supporting climate-change impact analysis and adaptation planning under multi-level uncertainties, including fuzzy-interval inference method (FIIM), inexact energy model (IEM), and uncertainty analysis.
Journal ArticleDOI
Waste management with recourse: an inexact dynamic programming model containing fuzzy boundary intervals in objectives and constraints.
Q. Tan,Guohe Huang,Y. P. Cai +2 more
TL;DR: The results indicate that SI-IFTMILP could provide more reliable solutions than the alternatives, and could greatly reduce system-violation risk and enhance system robustness through examining two sets of penalties resulting from variations in fuzziness and randomness.
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An inexact programming approach for supporting ecologically sustainable water supply with the consideration of uncertain water demand by ecosystems
TL;DR: The developed IQP improves conventional nonlinear programming by tackling multiple uncertainties within an individual parameter; IQP is also superior to existing inexact methods due to its reflection of economies of scale and reduction of computational requirements.