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Guohe Huang

Researcher at Applied Science Private University

Publications -  1071
Citations -  30520

Guohe Huang is an academic researcher from Applied Science Private University. The author has contributed to research in topics: Stochastic programming & Fuzzy logic. The author has an hindex of 72, co-authored 979 publications receiving 25589 citations. Previous affiliations of Guohe Huang include Peking University & Beijing Normal University.

Papers
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A hybrid interval-parameter fuzzy robust programming method and its application to filter management strategy in fluid power systems

TL;DR: An interval-parameter fuzzy robust programming (IFRP) method is developed for the assessment of filter allocation and replacement strategies in a fluid power system (FPS) under uncertainty as mentioned in this paper, which can effectively handle the uncertainties expressed as fuzzy sets, interval values, and their combinations, which exist in contaminant ingression/generation of the system and contaminant holding capacity of filter without making assumptions on their probabilistic distributions.
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Analysis of emission taxes levying on regional electric power structure adjustment with an inexact optimization model - A case study of Zibo, China

TL;DR: The results indicated that higher probability of violating system constraints would increase risk of system, but lower the total cost; the proportion of optimized thermal power generation and imported electricity would decrease, which could promote the energy conservation and emissions reduction in some degree.
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An innovative approach for visualization of subsurface soil properties

TL;DR: In this paper, the authors describe the software Soil-Visual (1.0, 1.1), which is used for visualizing the soil sampling data, the soil type distribution, and contaminant concentration distribution of a contaminated site.
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A Generalized Fuzzy Integer Programming Approach for Environmental Management under Uncertainty

TL;DR: In this article, a generalized fuzzy integer programming (GFIP) method is developed for planning waste allocation and facility expansion under uncertainty, which can deal with uncertainties expressed as fuzzy sets with known membership functions regardless of the shapes (linear or nonlinear) of these membership functions, and allow uncertainties to be directly communicated into the optimization process and the resulting solutions.
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A Structural Adjustment optimization model for electric-power system management under multiple Uncertainties—A case study of Urumqi city, China

TL;DR: The results indicated that the model can provide an effective linkage between conflicting economic cost and the system stability, and different power demand levels correspond to different electricity generation schemes with varied energy policy and power structural adjustment.