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ABSTRACT
Change detection is an important issue for modern geospatial information systems. In this paper we address change detection of areal objects (i.e. objects with closed-curve outlines). We specifically focus on the detection of movement (translation and rotation) and/or deformation of such objects using aerial imagery. The innovative approach we present in this paper combines geometric analysis with our model of differential snakes to support change detection. Geometric analysis proceeds by comparing the first moments of the two outlines describing the same object in different instances, to estimate translation. Moment information allows us to determine the principal axes and eigenvectors of these outlines, and this we can determine object rotation as the angle between these principal axes. Next, we apply polygon-clipping techniques to calculate the intersection and difference of these two outlines. We use this result to estimate the radial deformation of the object (expansion and contraction). The results are further refined through the use of our differential snakes model, to distinguish true change from the effects of inaccuracy in object determination. The aggregation of these tools defines a powerful approach for change detection. In the paper we present the theoretical background behind these components, and experimental results that demonstrate the performance of our approach.
REFERENCES
Note: OCR errors may be found in this Reference List extracted from the full text article. ACM has opted to expose the complete List rather than only correct and linked references.
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