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Correlations between census dwelling data and remotely sensed data

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Abstract

With the increasingly available census data and remotely sensed data, to discuss their relationship is one of important issues in GIS data integration. This paper proposes a method to demonstrate the correlations between zonal census dwelling data and residential densities discriminated by RS classification. First, texture statistic (homogeneity) along with six TM bands (bands 1-5 and 7) is put together to classify residential density levels and it is shown that the homogeneity enhances classification accuracy. After classification, close correlations between residential densities and census dwelling data have been examined by using multiple linear regression. However, the accurate classification scenario does not methodically reveal higher correlations. It is concluded that data integration of zonal census data within the framework of RS-GIS is feasible, consequently the differentiation of residential densities could offer enormous opportunities to treat dwelling-related census data, such as identification of the scale and zonal effect of the modifiable area unit problem (MAUP), and topographical representation of zonal census data.

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... Concerning methods such as spatial disaggregation of population, the key is to combine such methods with earth observation data and remote sensing techniques in order to achieve fully integrated urban system models (Bracken and Martin, 1989;Sim, 2005;Steinnocher et al., 2006). With the increasingly available census data and remotely sensed data, to discuss their relationship is one of important issue in GIS data integration (Chen, 1998;Chen, 2002). Aubrecht et al. (2009) have demonstrated how disaggregated population data can improve estimation of exposure to earthquake hazard. ...
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... Texture is produced by an aggregation of unit features that may be too small to be discerned separately on the image (Lillesand & Kiefer, 2000). Texture classification and texture algorithms are different from traditional statistical methods because they rely on statistical properties of a neighbourhood of pixels (Chen, 1998). For example, local (neighbourhood) intensity variance or other statistics derived from individual pixel attributes are sometimes used as statistical texture measures (Musick & Grover, 1992). ...
... For urban studies and especially for hazard and risk analyses the inclusion of population in these models is essential. For example, Chen [131] describes correlations between census dwelling data and remotely sensed data, and Banzhaf et al. [132] detect negative growth in the city of Leipzig by integrating remote sensing data. ...
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... photographs. The next step in urban system modeling is the integration of earth observation data with ancillary spatial and space-related information. This enables the transition of land cover to specific land use ( Mesev, 2005). For urban studies and especially for hazard and risk analyses the inclusion of population in these models is essential. Chen (1998) speaks about correlations between census dwelling data and remotely sensed data. Banzhaf, Kindler, and Haase (2006) detect negative growth in the city of Leipzig by integrating remote sensing data and statistical data. Anselin (1999) and Weeks (2001) explain the role of spatial analysis in social sciences and demographic research and sp ...
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... Texture is produced by an aggregation of unit features that may be too small to be discerned separately on the image (Lillesand & Kiefer, 2000). Texture classification and texture algorithms are different from traditional statistical methods because they rely on statistical properties of a neighbourhood of pixels (Chen, 1998). For example, local (neighbourhood) intensity variance or other statistics derived from individual pixel attributes are sometimes used as statistical texture measures (Musick & Grover, 1992). ...
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