2009 Joint Urban Remote Sensing Event 2009
DOI: 10.1109/urs.2009.5137589
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Fast compression and access of LiDAR point clouds using wavelets

Abstract: To compress, access, visualize and analyze large 3D point clouds, they are often converted to Digital Surface Models, either as raster grids or Triangulated Irregular Networks. This paper proposes an approach, which works directly on the points as they were recorded during data capture. There is usually a strong correlation between successively recorded points. This correlation is used to compress the point clouds using wavelet transforms. The characteristics of wavelet coefficients are used to access areas of… Show more

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Cited by 9 publications
(6 citation statements)
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“…The difficulty here comes from the lack of topological information of the point cloud representation. In [Wiman and Qin 2009]25 ⃝, a wavelet-based framework is proposed for LIDAR-like point cloud compression, called WALZ (WAvelet Lidar Zipper). Each coordinate component, X , Y , and Z , is independently wavelet-transformed as a 1D vector.…”
Section: Direct Exploitation Of 3d Correlationsmentioning
confidence: 99%
“…The difficulty here comes from the lack of topological information of the point cloud representation. In [Wiman and Qin 2009]25 ⃝, a wavelet-based framework is proposed for LIDAR-like point cloud compression, called WALZ (WAvelet Lidar Zipper). Each coordinate component, X , Y , and Z , is independently wavelet-transformed as a 1D vector.…”
Section: Direct Exploitation Of 3d Correlationsmentioning
confidence: 99%
“…A preliminary study of the only progressive compression method for LiDAR data was reported (Wiman and Qin 2009). This method uses a wavelet transform, which is performed independently on each of the x, y and z coordinates and is coded as 1D vectors.…”
Section: Related and Similar Workmentioning
confidence: 99%
“…(Kalbermatten, 2010, pp. 45-77), (Mocanu et al, 2011;Wünsche, 1998;Wiman and Yuchu, 2009). For example (Olanda et al, 2014;Bjørke and Nilsen, 2003;Bruun and Nilsen, 2003) give an overview of wavelet techniques for simplification of digital terrain models.…”
Section: Introductionmentioning
confidence: 99%