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Table to help choose one reconstruction method
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\author Simon Giraudot
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Surface reconstruction from point clouds is a wide research topic in
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geometry processing. It can be achieved in many different ways
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depending on the input properties and the output requirements. This
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geometry processing and can be achieved in many different ways. This
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tutorials explains how the different algorithms of \cgal to perform
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reconstruction in the most relevant way.
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@ -19,7 +18,29 @@ reconstruction:
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- \ref PkgAdvancingFrontSurfaceReconstruction
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- \ref PkgScaleSpaceReconstruction3
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\todo Tabular with input/output properties and corresponding method
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Choosing one or the other of these methods is strongly dependent on
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the input properties and the output requirement. For example, Poisson
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always generates closed shapes (surrounding a volume) and requires
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normals but does not interpolate input points (the output surface does
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not pass exactly through the input points). The following table lists
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different properties of the input and output to help you choose which
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method is more suited for your work:
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<center>
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| | Poisson | Advancing front | Scale space |
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|------------------------------------------|---------|------------------|------------------|
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| Are normals required? | Yes | No | No |
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| Is noise handled? | Yes | By preprocessing | Yes |
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| Is variable sampling handled? | Yes | Yes | By preprocessing |
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| Are input points exactly on the surface? | No | Yes | Yes |
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| Is the output always closed? | Yes | No | No |
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| Is the output always smooth? | Yes | No | No |
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| Is the output always manifold? | Yes | Yes | Optional |
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| Is the output always orientable? | Yes | Yes | No |
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</center>
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\section TutorialsReconstruction_input Reading Input
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