...
首页> 外文期刊>International Journal of Geographical Information Science >Scale variance analysis coupled with Moran's / scalogram to identify hierarchy and characteristic scale
【24h】

Scale variance analysis coupled with Moran's / scalogram to identify hierarchy and characteristic scale

机译:规模方差分析与Moran /比例尺相结合以识别层次结构和特征尺度

获取原文
获取原文并翻译 | 示例
   

获取外文期刊封面封底 >>

       

摘要

Scale variance is highly sensitive to multi-scale patterns of variables, which is advantageous in identifying spatial hierarchy and characteristic scale(s). However, the significance of peak(s) in scale variance cannot be statistically tested, and different spatial patterns may be obtained when different zoning systems are used to calculate scale variance. To address these two problems, this study compared the scale levels with peaks in scale variance and the scale levels at which there were breaks in the nature of spatial autocorrelation as identified by shifts in Moran's / scalogram. The estimates for three simulated landscapes showed that accordance between scale levels identified employing the two methods can be used to evaluate the significance of peaks in scale variance and choose a more reasonable zoning system. The approach of scale variance analysis coupled with Moran's / scalogram was also applied to the Xilin River Basin of Inner Mongolia, China. The most vital characteristic scale (64 × 32 km) identified for the growing-season net ecosystem productivity (NEP) of the basin was validated by other spatial pattern analysis methods such as semi-variogram, Moran's I correlogram, and wavelet variance analyses, and the directionality of the chosen zoning systems was found to be similar to the orientation of actual dominant vegetation type patches. The results demonstrate that Moran's / scalogram can be used to improve the interpretation of the results of scale variance analysis and increase the reliability of scale variance analysis for landscapes having a repetitive patch pattern or gradient variation and that the proposed approach is suitable for identifying the hierarchy and the characteristic scales of patterns or processes. In summary, this study used a simple approach to solve two problems in scale variance analysis, thereby improving the methodology and enhancing the theoretical basis of multi-scale analysis.
机译:尺度方差对变量的多尺度模式高度敏感,这在识别空间层次和特征尺度方面非常有利。但是,无法对统计尺度差异中的峰值的显着性进行统计测试,并且当使用不同的分区系统来计算尺度差异时,可以获得不同的空间模式。为了解决这两个问题,本研究将尺度水平与尺度方差的峰值以及通过Moran /尺度图的移动所确定的空间自相关性质出现断裂的尺度水平进行了比较。对三种模拟景观的估计表明,使用两种方法确定的尺度水平之间的一致性可以用来评估尺度变化中的峰值的重要性,并选择更合理的分区系统。尺度方差分析与Moran /尺度图相结合的方法也被应用于中国内蒙古锡林河流域。通过其他空间格局分析方法(如半变异函数,Moran's I相关图和小波方差分析)验证了该盆地生长季节净生态系统生产力(NEP)确定的最重要的特征尺度(64×32 km)。发现所选分区系统的方向性与实际优势植被类型斑块的方向相似。结果表明,对于具有重复斑块图案或坡度变化的景观,Moran's /比例尺可用于改善对比例方差分析结果的解释,并提高比例方差分析的可靠性,并且所提出的方法适用于识别层次结构模式或过程的特征尺度。总之,本研究使用一种简单的方法来解决规模方差分析中的两个问题,从而改进了方法并增强了多规模分析的理论基础。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号