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struct | Construct_array |
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class | CC_safe_handle |
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class | Compact_container_base |
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class | Compact_container |
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class | Compact_container_traits |
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class | Compact |
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class | Fast |
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class | Concurrent_compact_container_traits |
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class | Concurrent_compact_container |
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class | Default |
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class | Fourtuple |
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class | Cast_function_object |
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class | Compare_to_less |
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class | Creator_1 |
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class | Creator_2 |
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class | Creator_3 |
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class | Creator_4 |
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class | Creator_5 |
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class | Creator_uniform_2 |
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class | Creator_uniform_3 |
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class | Creator_uniform_4 |
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class | Creator_uniform_5 |
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class | Creator_uniform_6 |
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class | Creator_uniform_7 |
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class | Creator_uniform_8 |
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class | Creator_uniform_9 |
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class | Creator_uniform_d |
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class | Dereference |
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class | Get_address |
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class | Identity |
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class | Project_facet |
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class | Project_next |
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class | Project_next_opposite |
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class | Project_normal |
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class | Project_opposite_prev |
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class | Project_plane |
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class | Project_point |
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class | Project_prev |
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class | Project_vertex |
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class | In_place_list_base |
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class | In_place_list |
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class | Const_oneset_iterator |
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class | Counting_iterator |
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class | Dispatch_or_drop_output_iterator |
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class | Dispatch_output_iterator |
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class | Emptyset_iterator |
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class | Filter_iterator |
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class | Insert_iterator |
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class | Inverse_index |
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class | Join_input_iterator_1 |
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class | Join_input_iterator_2 |
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class | Join_input_iterator_3 |
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class | N_step_adaptor |
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class | Oneset_iterator |
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class | Random_access_adaptor |
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class | Random_access_value_adaptor |
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class | Iterator_range |
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class | Location_policy |
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class | Multiset |
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class | Object |
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class | Sixtuple |
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class | Spatial_lock_grid_3 |
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class | Boolean_tag |
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struct | Null_functor |
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struct | Sequential_tag |
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struct | Parallel_tag |
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class | Null_tag |
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class | Threetuple |
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class | Twotuple |
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class | Uncertain |
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class | Quadruple |
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class | Triple |
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struct | value_type_traits |
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struct | value_type_traits< std::back_insert_iterator< Container > > |
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struct | value_type_traits< std::insert_iterator< Container > > |
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struct | value_type_traits< std::front_insert_iterator< Container > > |
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class | Algebraic_structure_traits |
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class | Euclidean_ring_tag |
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class | Field_tag |
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class | Field_with_kth_root_tag |
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class | Field_with_root_of_tag |
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class | Field_with_sqrt_tag |
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class | Integral_domain_tag |
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class | Integral_domain_without_division_tag |
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class | Unique_factorization_domain_tag |
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class | Coercion_traits |
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class | Fraction_traits |
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class | Real_embeddable_traits |
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class | Modular_traits |
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class | Residue |
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class | Algebraic_kernel_for_circles_2_2 |
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class | Circular_arc_2 |
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class | Circular_arc_point_2 |
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class | Circular_kernel_2 |
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class | Exact_circular_kernel_2 |
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class | Line_arc_2 |
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class | Polynomial_1_2 |
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class | Polynomial_for_circles_2_2 |
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class | Root_for_circles_2_2 |
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class | Aff_transformation_2 |
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class | Aff_transformation_3 |
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class | Identity_transformation |
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class | Reflection |
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class | Rotation |
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class | Scaling |
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class | Translation |
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class | Bbox_2 |
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class | Bbox_3 |
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class | Cartesian |
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class | Cartesian_converter |
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class | Circle_2 |
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class | Circle_3 |
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class | Ambient_dimension |
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class | Dimension_tag |
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class | Dynamic_dimension_tag |
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class | Feature_dimension |
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class | Direction_2 |
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class | Direction_3 |
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class | Exact_predicates_exact_constructions_kernel |
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class | Exact_predicates_exact_constructions_kernel_with_kth_root |
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class | Exact_predicates_exact_constructions_kernel_with_root_of |
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class | Exact_predicates_exact_constructions_kernel_with_sqrt |
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class | Exact_predicates_inexact_constructions_kernel |
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class | Filtered_kernel_adaptor |
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class | Filtered_kernel |
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class | Filtered_predicate |
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class | Homogeneous |
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class | Homogeneous_converter |
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class | Iso_cuboid_3 |
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class | Iso_rectangle_2 |
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class | Kernel_traits |
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class | Line_2 |
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class | Line_3 |
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class | Null_vector |
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class | Origin |
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class | Plane_3 |
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class | Point_2 |
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class | Point_3 |
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class | Projection_traits_xy_3 |
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class | Projection_traits_xz_3 |
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class | Projection_traits_yz_3 |
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class | Ray_2 |
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class | Ray_3 |
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class | Segment_2 |
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class | Segment_3 |
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class | Simple_cartesian |
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class | Simple_homogeneous |
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class | Sphere_3 |
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class | Tetrahedron_3 |
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class | Triangle_2 |
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class | Triangle_3 |
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class | Vector_2 |
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class | Vector_3 |
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class | Weighted_point_2 |
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class | Weighted_point_3 |
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class | Protect_FPU_rounding |
| The class Protect_FPU_rounding allows to reduce the number of rounding mode changes when evaluating sequences of interval arithmetic operations. More...
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class | Set_ieee_double_precision |
| The class Set_ieee_double_precision provides a mechanism to set the correct 53 bits precision for a block of code. More...
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class | Gmpfi |
| An object of the class Gmpfi is a closed interval, with endpoints represented as Gmpfr floating-point numbers. More...
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class | Gmpfr |
| An object of the class Gmpfr is a fixed precision floating-point number, based on the Mpfr library. More...
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class | Gmpq |
| An object of the class Gmpq is an arbitrary precision rational number based on the Gmp library. More...
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class | Gmpz |
| An object of the class Gmpz is an arbitrary precision integer based on the Gmp Library. More...
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class | Gmpzf |
| An object of the class Gmpzf is a multiple-precision floating-point number which can represent numbers of the form \( m*2^e\), where \( m\) is an arbitrary precision integer based on the Gmp library, and \( e\) is of type long . More...
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class | Interval_nt |
| The class Interval_nt provides an interval arithmetic number type. More...
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class | Lazy_exact_nt |
| An object of the class Lazy_exact_nt<NT> is able to represent any real embeddable number which NT is able to represent. More...
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class | MP_Float |
| An object of the class MP_Float is able to represent a floating point value with arbitrary precision. More...
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class | Mpzf |
| An object of the class Mpzf is a multiple-precision floating-point number which can represent numbers of the form \( m*2^e\), where \( m\) is an arbitrary precision integer based on the GMP library, and \( e\) is of type int . More...
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class | NT_converter |
| A number type converter usable as default, for Cartesian_converter and Homogeneous_converter . More...
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class | Number_type_checker |
| Number_type_checker is a number type whose instances store two numbers of types NT1 and NT2 . More...
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class | Quotient |
| An object of the class Quotient<NT> is an element of the field of quotients of the integral domain type NT . More...
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class | Rational_traits |
| The class Rational_traits can be used to determine the type of the numerator and denominator of a rational number type as Quotient , Gmpq , mpq_class or leda_rational . More...
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class | Root_of_traits |
| For a RealEmbeddable IntegralDomain RT , the class template Root_of_traits<RT> associates a type Root_of_2 , which represents algebraic numbers of degree 2 over RT . More...
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class | Sqrt_extension |
| An instance of this class represents an extension of the type NT by one square root of the type ROOT . More...
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class | Is_valid |
| Not all values of a type need to be valid. More...
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class | Max |
| The function object class Max returns the larger of two values. More...
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class | Min |
| The function object class Min returns the smaller of two values. More...
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bool | is_finite (double x) |
| Determines whether the argument represents a value in \( \mathbb{R}\).
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bool | is_finite (float x) |
| Determines whether the argument represents a value in \( \mathbb{R}\).
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bool | is_finite (long double x) |
| Determines whether the argument represents a value in \( \mathbb{R}\).
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template<typename RT , typename OutputIterator > |
OutputIterator | compute_roots_of_2 (const RT &a, const RT &b, const RT &c, OutputIterator oit) |
| The function compute_roots_of_2() solves a univariate polynomial as it is defined by the coefficients given to the function. More...
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template<typename RT > |
Root_of_traits< RT >::Root_of_2 | make_root_of_2 (const RT &a, const RT &b, const RT &c, bool s) |
| The function make_root_of_2() constructs an algebraic number of degree 2 over a ring number type. More...
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template<typename RT > |
Root_of_traits< RT >::Root_of_2 | make_root_of_2 (RT alpha, RT beta, RT gamma) |
| The function make_root_of_2() constructs an algebraic number of degree 2 over a ring number type. More...
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template<typename RT > |
Root_of_traits< RT >::Root_of_2 | make_sqrt (const RT &x) |
| The function make_sqrt() constructs a square root of a given value of type \( RT\). More...
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template<typename Rational > |
Rational | simplest_rational_in_interval (double d1, double d2) |
| computes the rational number with the smallest denominator in the interval [d1,d2] . More...
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template<typename Rational > |
Rational | to_rational (double d) |
| computes the rational number that equals d . More...
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template<typename T > |
bool | is_valid (const T &x) |
| Not all values of a type need to be valid. More...
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template<typename T > |
T | max (const T &x, const T &y) |
| Returns the larger of two values. More...
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template<typename T > |
T | min (const T &x, const T &y) |
| Returns the smaller of two values. More...
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