TY  - SER
AU  - Chantanee Chansawang
AU  - Chen,Xiaoyong
AU  - Kusanagi,Michiro
AU  - Andrianasolo,Haja
ED  - Self-support (UNEP RRC.AP),
TI  - Fractal dimension based measurement of spatial information for multi-scale representation
T2  - Thesis
PY  - 2002///
CY  - Bangkok
PB  - Asian Institute of Technology
KW  - Fractals
KW  - Map scales
KW  - Measurement
N1  - A thesis submitted in partial fulfillment of the requirements. for the degree of Master of Science, School of Advanced Technologies; Thesis (M. Sc.) - Asian Institute of Technology, 2002
N2  - The curve, surfaces, and volumes of the map information measurement can be so complex that the ordinary measurements become meaning less. There is a way to measure the degree of complexity of spatial information by evaluating how fast length, or surface, or volume increases if we measure with respect to smaller and smaller scales. Fractal Dimension is the useful parameter for calculate the complexity of GIS map content. It is the most popular parameter and more accurate for explaining and describing the natural textures or natural phenomena. The calculation of complexity of the man-made objects on the map i. e. roads networks can also be implemented by this parameter. The experiments are performed for checking the stabilization in transfo1mation of spatial information from changing scales and applied Mathematical Morphology properties as the tools for investigate the difference after transformation by using the self-similarity properties of Fractal Dimension based measurement. Formula of calculation of Fractal Dimension is created for calculate the complexity of spatial information without disturbance in transformation of scales
UR  - http://203.159.5.9/ait-thesis/detail.php?q=B07514
ER  -