mirror of https://github.com/CGAL/cgal
- Precision concerning the workaround for MipsPro.
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@ -315,7 +315,13 @@ this C++ feature (MipsPro 7.2). A workaround is in place that allows to use
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one such filtered number type at once, by explicitely specializing the
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predicates for it. To do so, just define the macros \ccc{CGAL_IA_CT} and
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\ccc{CGAL_IA_ET} to the corresponding number types before any inclusion of
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{\cgal} files.
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{\cgal} files, as well as \ccc{CGAL_IA_CACHE}. For example~:
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\begin{verbatim}
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#define CGAL_IA_CT double
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#define CGAL_IA_ET leda_real
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#define CGAL_IA_CACHE No_Filter_Cache
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\end{verbatim}
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For each predicate file, the overloaded code is generated automatically by a
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\ccc{PERL} script
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@ -342,6 +348,6 @@ The low level template predicates of {\cgal} are in files named
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to produce the files \ccc{CGAL/Arithmetic_filter/predicates_on_ftC2.h}
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(resp. ftC3).
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For the moment, only the cartesian predicates are supported.
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For the moment, only the cartesian predicates of the kernel are supported.
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\end{ccClass}
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@ -315,7 +315,13 @@ this C++ feature (MipsPro 7.2). A workaround is in place that allows to use
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one such filtered number type at once, by explicitely specializing the
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predicates for it. To do so, just define the macros \ccc{CGAL_IA_CT} and
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\ccc{CGAL_IA_ET} to the corresponding number types before any inclusion of
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{\cgal} files.
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{\cgal} files, as well as \ccc{CGAL_IA_CACHE}. For example~:
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\begin{verbatim}
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#define CGAL_IA_CT double
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#define CGAL_IA_ET leda_real
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#define CGAL_IA_CACHE No_Filter_Cache
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\end{verbatim}
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For each predicate file, the overloaded code is generated automatically by a
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\ccc{PERL} script
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@ -342,6 +348,6 @@ The low level template predicates of {\cgal} are in files named
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to produce the files \ccc{CGAL/Arithmetic_filter/predicates_on_ftC2.h}
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(resp. ftC3).
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For the moment, only the cartesian predicates are supported.
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For the moment, only the cartesian predicates of the kernel are supported.
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\end{ccClass}
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