Multi-source K-nearest neighbor, Mean Balanced forest inventory of Georgia

Autor/innen

  • Roger Charles Lowe The University of Georgia, Warnell School of Forestry and Natural Resrouces
  • Chris J Cieszewski The University of Georgia, Warnell School of Forestry and Natural Resrouces

Schlagwörter:

Landsat 5 Thematic Mapper, Forest Inventory and Analysis, landscape analysis, total balancing, large-area inventories

Abstract

We describe here a case study in compiling a high-resolution forest inventory for central Georgia using the K-nearest neighbor approach with multi-source data and Mean Balancing correction for the estimation bias. In general, multi-source data collected through various incompatible designs cannot be mixed due to intractable variances and unknown bias. Because of this incompatibility abundant information about the environment (i.e. atmospheric conditions, soil composition, spatio-temporal data from nearly 40 years of satellite imaging, and a wealth of site specific studies with sampling for various growth attributes) frequently cannot be used to produce new unbiased estimates for the variables and areas of interest. This study was carried out in central Georgia, and the k-NN approach was used to fuse together various incompatible data from public and private sources. We used the Mean Balancing approach to remove the bias resulting from this data fusion. The result of the study is a derivation of an unbiased high-resolution forest inventory, which can be used for small area's fiber supply assessment analysis.

Autor/innen-Biografien

  • Roger Charles Lowe, The University of Georgia, Warnell School of Forestry and Natural Resrouces
    Assistant Professor
  • Chris J Cieszewski, The University of Georgia, Warnell School of Forestry and Natural Resrouces
    Professor

Veröffentlicht

2014-09-30

Ausgabe

Rubrik

Special Section on the Southern Forestry GIS Conference

Zitationsvorschlag

Lowe, R. C., & Cieszewski, C. J. (2014). Multi-source K-nearest neighbor, Mean Balanced forest inventory of Georgia. Mathematical and Computational Forestry & Natural-Resource Sciences (MCFNS), 6(2), 65-79 (15). https://mcfns.com/index.php/Journal/article/view/6.8

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