A Study on Influencing Factors of Cultivated Land Based on Multivariate Regression and Spatial Statistics-A Case Study of Shizhu County, Chongqing City
|更新时间:2025-03-12
|
A Study on Influencing Factors of Cultivated Land Based on Multivariate Regression and Spatial Statistics-A Case Study of Shizhu County, Chongqing City
Bulletin of Soiland Water ConservationVol. 37, Issue 2, Pages: 199-206(2017)
HE Changhua, CHEN Dan, LI Tianguo, et al. A Study on Influencing Factors of Cultivated Land Based on Multivariate Regression and Spatial Statistics-A Case Study of Shizhu County, Chongqing City[J]. Bulletin of Soiland Water Conservation, 2017, 37(2): 199-206.
DOI:
HE Changhua, CHEN Dan, LI Tianguo, et al. A Study on Influencing Factors of Cultivated Land Based on Multivariate Regression and Spatial Statistics-A Case Study of Shizhu County, Chongqing City[J]. Bulletin of Soiland Water Conservation, 2017, 37(2): 199-206. DOI: 10.13961/j.cnki.stbctb.2017.02.031.
A Study on Influencing Factors of Cultivated Land Based on Multivariate Regression and Spatial Statistics-A Case Study of Shizhu County, Chongqing City
[Objective] We aimed to reveal the regularity of spatial distribution of cultivated land by spatial autocorrelation analysis and multivariable regression
in order to provide a rapid evaluation method for land development
reclamation
and consolidation. [Methods] Coverage ratio by cultivated land was as response variable
and methods of spatial autocorrelation and mosaic plot were utilized to demonstrate its spatial pattern. Nine factors such as Euclidean distances
terrain
NDWI
population density
simulated cultivated land distribution suitability
etc. were used as independent variables
and multivariate regression of them with the response variable was conducted to test the distributional suitability of cultivated land. [Results] The Euclidean distances and terrain have significant impacts on the spatial distribution of cultivated land
and the Moran's I index is 0.701 5. In addition
the main types of local indicators of spatial association(LISA) distribution are not significant. L-L(low spatial autocorrelations) and H-H(high spatial autocorrelations) and insignificant types are three of the main types
especially the third type covered over 65% of study area. Multivariate regression behaved well in the distribution suitability simulation of cultivated land
it was remarkably coincided with the present distribution of cultivated land. The regression model was testified reliable and had goodness of fit (R2=0.846). [Conclusion] (1) The spatial distribution of cultivated land in the study area generally exhibits a strong positive correlation. And the distribution of cultivated land is affected by distance and terrain significantly. (2) The regression model can well reveal the spatial distribution of cultivated land in the study area
showing that the study area has a potential for cultivated land supplement. (3) We can improve the quality of additional cultivated land
reduce soil erosion
and optimize the land utilization structure if under the guidance of the regression model for land development
Coelho J C, Portela J, Pinto P A. A social approach to land consolidation schemes:A Portuguese case study:The valenca Project[J]. Land Use Policy, 1996,13(2):129-147.
Petr Sklenicka. Applying evaluation criteria for the land consolidation effect to three contrasting study areas in Czech Republic[J]. Land Use Policy, 2006,23(4):502-510.
Kabacoff R. R in Action:Data Analysis and Graphics with R[M]. Pearson Schweiz Ag:Manning Publications Co.,2015.
Hornik K, Zeileis A, Meyer D. The strucplot framework:Visualizing multi-way contingency tables with vcd[J]. Journal of Statistical Software, 2006,17(3):1-48.
Tobler W R. A computer movie simulating urban growth in the Detroit region[J]. Economic geography, 1970,46(2):234-240.
Verburg P H, Chen Y Q. Multiscale characterization of land-use patterns in China[J]. Ecosystems, 2000,3(4):369-385.
Anselin L, Syabri I, Kho Y. GeoDa:An introduction to spatial data analysis[J]. Geographical Analysis, 2006,38(1):5-22.
Anselin L. Local indicators of spatial association:LISA[J]. Geographical Analysis, 1995,27(2):93-115.
Reshef D N, Reshef Y A, Finucane H K, et al. Detecting novel associations in large data sets[J]. Science, 2011,334(6062):1518-1524.
Zhang Yi, Jia Shili, Huang Haiyun, et al. A Novel algorithm for the precise calculation of the maximal information coefficient[J]. Scientific Reports, 2014, 4(4):6662.