mirror of https://github.com/CGAL/cgal
Remove doc leftovers of previous implementations
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@ -25,13 +25,13 @@ subdivision methods.
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`Polyhedron_3` and `Surface_mesh`, as they are models of the concept
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`Polyhedron_3` and `Surface_mesh`, as they are models of the concept
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`MutableFaceGraph`, and it aims to be easy to use and to extend.
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`MutableFaceGraph`, and it aims to be easy to use and to extend.
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`Subdivision_method_3` is not a class, but a namespace
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`Subdivision_method_3` is not a class, but a namespace
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which contains popular subdivision methods and their refinement
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which contains four popular subdivision methods and their refinement
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functions. These include Catmull-Clark, Loop, Doo-Sabin and
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functions. These include Catmull-Clark, Loop, Doo-Sabin and
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\f$ \sqrt{3}\f$ subdivisions. Variations of these methods can be easily
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\f$ \sqrt{3}\f$ subdivisions. Variations of these methods can be easily
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extended by substituting the geometry computation of the refinement
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extended by substituting the geometry computation of the refinement
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host. In particular, the edge case where one wishes to subdivide
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host. In particular, the edge case where one wishes to subdivide
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a mesh while keeping its geometry fixed is offered, setting an optional parameter
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a mesh while keeping its geometry fixed is offered, setting an optional parameter
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in Catmull-Clark and Loop subdivisions.
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in Catmull-Clark subdivision and Loop subdivision.
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\section secSubAlgo Subdivision Method
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\section secSubAlgo Subdivision Method
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@ -498,13 +498,11 @@ The source codes of `CatmullClark_mask_3`, `Loop_mask_3`,
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`DooSabin_mask_3`, and `Sqrt3_mask_3` are
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`DooSabin_mask_3`, and `Sqrt3_mask_3` are
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the best sources of learning these stencil interfaces.
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the best sources of learning these stencil interfaces.
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\section Subdivision_method_3The Subdivision Methods
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\section Subdivision_method_3The The Four Subdivision Methods
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`Subdivision_method_3` supports Catmull-Clark, Loop,
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`Subdivision_method_3` supports Catmull-Clark, Loop,
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Doo-Sabin and \f$ \sqrt{3}\f$ subdivisions by specializing
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Doo-Sabin and \f$ \sqrt{3}\f$ subdivisions by specializing
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their respective refinement hosts.
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their respective refinement hosts.
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In addition, a linear subdivision host is provided which
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enable the user to perform an upsampling of a triangle mesh.
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They are designed to work on any model of a `MutableFaceGraph`
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They are designed to work on any model of a `MutableFaceGraph`
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such as `Polyhedron_3` and `Surface_mesh`. If your application
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such as `Polyhedron_3` and `Surface_mesh`. If your application
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uses a polygon mesh with a specialized geometry kernel, you need to
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uses a polygon mesh with a specialized geometry kernel, you need to
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