mirror of https://github.com/CGAL/cgal
remove more references to the Support Library
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@ -192,8 +192,8 @@ provided underneath. It renames face to facet, which is more common
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for three-dimensional surfaces. The interface is designed to protect
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for three-dimensional surfaces. The interface is designed to protect
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the integrity of the internal representation, the handles stored in
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the integrity of the internal representation, the handles stored in
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the items can no longer directly be written by the user. The
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the items can no longer directly be written by the user. The
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polyhedron adds the convenient and efficient circulators, see the
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polyhedron adds the convenient and efficient circulators, see
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Support Library Manuals, for accessing the circular sequence of edges
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\ccc{Circulator}, for accessing the circular sequence of edges
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around a vertex or around a facet. To achieve this, the
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around a vertex or around a facet. To achieve this, the
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\ccc{Polyhedron_3} derives new vertices, halfedges and facets from those
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\ccc{Polyhedron_3} derives new vertices, halfedges and facets from those
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provided in \ccc{Items}. These new items are those actually used in
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provided in \ccc{Items}. These new items are those actually used in
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@ -46,8 +46,5 @@ arithmetic and implementations guaranteeing exact computation and exact
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results.
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results.
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Of course you have to pay for the exactness in terms of execution time
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Of course you have to pay for the exactness in terms of execution time
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and storage space.
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and storage space.
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See the section on number types in the Support Library
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See the dedicated chapter
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for more details on number types and their capabilities and performance.
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for more details on number types and their capabilities and performance.
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@ -41,8 +41,7 @@ choice can be easily changed, e.g.\ for testing. So you can choose
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between implementations with fast but occasionally inexact arithmetic
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between implementations with fast but occasionally inexact arithmetic
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and implementations guaranteeing exact computation and exact results.
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and implementations guaranteeing exact computation and exact results.
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Of course you have to pay for the exactness in terms of execution time
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Of course you have to pay for the exactness in terms of execution time
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and storage space. See the section on number types in the
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and storage space. See the dedicated chapter for more details
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\ccAnchor{./support/contents.html}{Support Library} for more details
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on number types and their capabilities and performance.
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on number types and their capabilities and performance.
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\subsection{Genericity}
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\subsection{Genericity}
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