ORIGINAL RESEARCH
Simulating Land Use Structure Optimization
Based on an Improved Multi-Objective Differential
Evolution Algorithm
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School of Surveying and Land Information Engineering, Henan Polytechnic University, Jiaozuo, Henan, P.R. China
Submission date: 2017-12-07
Final revision date: 2018-01-29
Acceptance date: 2018-02-11
Online publication date: 2018-09-19
Publication date: 2018-12-20
Corresponding author
Shi-Dong Wang
Henan Polytechnic University, School of Surveying and Land Information Engineering, Henan Polytechnic University, 2001 Century Ave, 454000 Jiaozuo, China
Pol. J. Environ. Stud. 2019;28(2):887-899
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ABSTRACT
Optimizing land use structure is currently a hot research topic in the land resource management
field. In this study, we constructed a new land use structure optimization model based on the improved
multi-objective differential evolution algorithm. This model made improvements in two aspects of
the classic differential evolution algorithm, i.e., control parameters and adaptive strategies. On this
basis, we established a multi-objective function by taking ecological benefits and economic benefits as
the objectives. According to the real situation of the study area, we established multiple constraint
conditions and finally established an improved multi-objective differential evolution model. By taking
the year 2010 as the base period, we simulated an optimized land use quantitative structure in 2020 for
the study area and compared this optimized structure with classic linear programming. The experimental
results showed that although the annual ecological benefits in the study area decreased by 5,105,300 yuan,
the annual economic benefits increased by 69,133,500 yuan, and the annual total benefits increased by
20,878,300 yuan – an increase of 0.44%. This showed that the land use structure obtained by using the
optimization model proposed in this paper was more reasonable. The results indicated that the model
established in this study possessed quite good properties and could meet the requirements for the regional
land use structure optimization under multiple constraint conditions. The optimized results can provide
the scientific basis for formulating appropriate measures for regional land resources use.