mirror of https://github.com/CGAL/cgal
Add section on boodt::mp
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@ -115,6 +115,15 @@ requirements.
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To use these classes, \gmp and \mpfr must be installed.
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To use these classes, \gmp and \mpfr must be installed.
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\section Number_typesBoost Number Types Provided by boost
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\anchor boostnt
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Boost provides an arbitrary precision integer and rational number type.
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These number types can have \gmp as backend, but they can also be used
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with a native backend.
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\section Number_typesLEDA Number Types Provided by LEDA
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\section Number_typesLEDA Number Types Provided by LEDA
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\anchor ledant
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\anchor ledant
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@ -15,6 +15,9 @@
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/// \defgroup nt_gmp GMP
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/// \defgroup nt_gmp GMP
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/// \ingroup PkgNumberTypesRef
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/// \ingroup PkgNumberTypesRef
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/// \defgroup nt_boost boost multiprecision
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/// \ingroup PkgNumberTypesRef
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/// \defgroup nt_cgal CGAL Number Types
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/// \defgroup nt_cgal CGAL Number Types
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/// \ingroup PkgNumberTypesRef
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/// \ingroup PkgNumberTypesRef
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@ -27,8 +27,7 @@ namespace CGAL {
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`Exact_integer` is an exact integer number type.
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`Exact_integer` is an exact integer number type.
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It is a typedef of another number type. Its exact definition depends on
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It is a typedef of another number type. Its exact definition depends on
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the availability the third-party libraries \gmp, \core, and \leda. \cgal must
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the availability the third-party libraries \gmp and \leda.
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be configured with at least one of those libraries.
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\cgalModels{EuclideanRing,RealEmbeddable}
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\cgalModels{EuclideanRing,RealEmbeddable}
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@ -27,8 +27,7 @@ namespace CGAL {
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`Exact_rational` is an exact rational number type, constructible from `double`.
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`Exact_rational` is an exact rational number type, constructible from `double`.
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It is a typedef of another number type. Its exact definition depends on
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It is a typedef of another number type. Its exact definition depends on
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the availability the third-party libraries \gmp, \core, and \leda. \cgal must
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the availability the third-party libraries \gmp and \leda.
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be configured with at least one of those libraries.
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\cgalModels{Field,RealEmbeddable,Fraction,FromDoubleConstructible}
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\cgalModels{Field,RealEmbeddable,Fraction,FromDoubleConstructible}
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