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Semantic Interpretation of Digital Aerial Images Utilizing ...

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20 Chapter 2. <strong>Digital</strong> <strong>Aerial</strong> Imagery<br />

we therefore discuss how to derive the terrain model from the DSM.<br />

2.4 <strong>Digital</strong> Terrain Model<br />

The dense point cloud, provided by the dense matching process, can be seen as an uninterpreted<br />

representation <strong>of</strong> visible surfaces <strong>of</strong> observed scenes. In the literature, there exists a<br />

variety <strong>of</strong> techniques to construct a terrain model. These techniques range from applying<br />

local operators [Eckstein and Munkelt, 1995, Weidner and Förstner, 1995], over utilizing<br />

surface models [Champion and Boldo, 2006,Sohn and Dowman, 2002] and different segmentation<br />

[Sithole and Vosselman, 2005] or even recognition approaches [Zebedin et al.,<br />

2006], to using hybrid methods [Baillard, 2008].<br />

In this thesis we used a local filtering strategy and a variational strategy to separate<br />

the available 3D points into those that describe the terrain surface and those that represent<br />

elevated objects. By taking into account the derived range images from overlapping views<br />

(we use an approximated median to efficiently integrate the height observations from<br />

four neighboring views) and the available camera data, a filtering strategy detects local<br />

minimums (defining points on ground) over different scales in the fused point cloud. A<br />

derived probability map encodes sampled image regions, that have been formerly elevated<br />

by buildings and trees. Similar to the approach described in [Unger et al., 2010], we make<br />

use <strong>of</strong> a variational in-painting strategy in order to fill these areas with meaningful terrain<br />

height values.<br />

Subtracting the DTM from the DSM delivers the absolute elevation measurements <strong>of</strong><br />

the objects, which can now be used as a discriminative feature cue for the proposed semantic<br />

interpretation workflow (see Chapter 3) or for the estimation <strong>of</strong> real object heights,<br />

required for the construction <strong>of</strong> 3D models. Figure 2.7 depicts derived elevation measurements<br />

for an image <strong>of</strong> Dallas. Note that these elevation maps provide absolute distance<br />

measurements, that can be easily used to distinguish between objects located on the<br />

ground and elevated object, like trees and buildings.<br />

2.5 Orthographic Image Representation<br />

In aerial imaging, orthographic projections are a <strong>of</strong>ten used to represent the mapped information.<br />

Web-driven initiatives, like Google Earth and Micros<strong>of</strong>t Bing Maps, frequently<br />

<strong>of</strong>fer imagery in the form <strong>of</strong> 2D ortho-photos due to efficiency. These orthographic images<br />

are commonly derived from perspective imagery by transforming the input sources<br />

to a parallel projection, where each sampled has then a constant pixel size. Due to the<br />

projection, vertical objects, like building facades, are represented as 2D lines in the re-

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