Here is a list of all class members with links to the classes they belong to:

- r -

• R : polynomial< C, with< Rep, Ord > > , dual< C, O > , template_expression< binary_operator<O, A, B > >
• rational : GMP , continued_fraction_isolate< K, B > , continued_fraction_approximate< K, B > , GMP , continued_fraction_subdivision< K > , binary_sleeve_subdivision< K > , IEEE754 , kernel< mplib, _ieee_ > , binary_subdivision< K >
• rbegin() : polynomial< C, with< Rep, Ord > > , Seq< C, R > , monomials< C > , dynamic_exp< E > , polynomial< C, with< Rep, Ord > >
• rdw_t : Intervals< C >
• reach() : bsearch< real_t > , bsearch_castel< real_t > , bsearch_newton< real_t > , bsearch_newton2< real_t >
• reciprocal_hom() : homography< real > , homography_mv< real >
• reduce() : mv_binary_approx , mv_binary_isolate , uv_binary_approx , uv_binary_isolate , binary_approx , binary_isolate
• reduce_domain() : box_rep< POL >
• reduction() : method< system, _strgy_, _rdslv_, _sbdrl_ >
• ref() : shared_object< R >
• refc : shared_object< R >::rep
• regular() : binary_approx , mv_binary_approx , uv_binary_approx
• rem() : use< operators_of, polynomial< C, with< Rep, Ord > > > , scalar< T > , use< operators_of, sparse::dual< C, O > > , use< operators_of, sparse::monomial_seq< C, O, MONOM, REP > > , scalar< T >
• rend() : dynamic_exp< E > , polynomial< C, with< Rep, Ord > > , Seq< C, R > , monomials< C >
• rep() : polynomial< C, with< Rep, Ord > > , scalar< T > , Seq< C, R > , shared_object< R >::rep , rep_view< R > , monom< C, E > , polynomial< C, with< Rep, Ord > >
• rep_t : polynomial< C, with< Rep, Ord > > , use< polynomial_of, polynomial< C, with< Bernstein > > > , ring< C, Bernstein > , use< polynomial_of, polynomial< C, with< Dual, O > > > , ring< C, Dual, O > , use< polynomial_of, polynomial< C, with< Sparse, O > > > , ring< C, Sparse, O > , use< polynomial_of, polynomial< C, with< MonomialTensor > > > , ring< C, MonomialTensor > , use< polynomial_of, polynomial< C, with< Univariate > > > , ring< C, Univariate >
• rep_type : polynomial< C, with< Rep, Ord > >
• reserve() : dynamic_exp< E >
• reset() : descartes_solver< real_t, local_method >
• resize() : dynamic_exp< E > , Seq< C, R > , monomials< C >
• restrict() : box_rep< POL >
• result : is_rounded< T > , is_rounded< float > , is_rounded< double > , is_rounded< long double > , hdwimax< hdwi, n > , hdwimax< hdwi, 0 > , hdwintp< T > , epsilon< T > , Eq< A, B > , Eq< A, A >
• result_t : sign_wanted< Prms > , LongVersion< float > , Eq< A, B > , Eq< A, A > , ValueType< A > , ValueType< A[n] > , ValueType< A * > , BoolType< b > , BoolType< true > , deconst< const X > , Sup< A, B > , deconst< X > , If< false, A, B > , select_mth< system, 2 > , is_rounded< T > , is_rounded< float > , is_rounded< double > , is_rounded< long double > , LongVersion< T > , LongVersion< double > , LongVersion< floating<> > , select_mth< system, mth > , select_mth< system, 0 > , select_mth< system, 1 > , select_mth< system, 3 > , select_mth< system, 4 > , select_mth< system, 5 > , select_mth< system, 6 > , select_mth< system, 7 > , inexact< T > , inexact< long double > , If< test, A, B >
• resultant() : subresultant< PREM >
• reverse() : hdwi< hardware_int > , Seq< C, R >
• reverse_and_shift_box() : interval_rep< POL > , box_rep< POL >
• reverse_box() : box_rep< POL > , interval_rep< POL >
• reverse_iterator : monomials< C > , monomial_seq< C, O, MONOM, REP > , Seq< C, R > , dual< C, O > , monomials< C > , dynamic_exp< E > , polynomial< C, with< Rep, Ord > >
• reversed() : Seq< C, R >
• rewrite() : eenv
• rface() : box_rep< POL >
• Ring : polynomial< C, with< Rep, Ord > > , use< polynomial_of, polynomial< C, with< Univariate > > > , ring_of< polynomial< C, with< MonomialTensor > > >
• ring() : ring< C, B, O >
• Ring : ring_of< polynomial< C, with< Bernstein > > > , ring< C, Dual, O > , use< polynomial_of, polynomial< C, with< MonomialTensor > > >
• ring() : ring< C, Bernstein >
• Ring : ring_of< polynomial< C, V > >
• ring() : ring< C, B, O > , ring< C, Sparse, O > , ring< C, Univariate >
• Ring : use< polynomial_of, polynomial< C, with< Bernstein > > >
• ring() : ring< C, Sparse, O >
• Ring : ring< C, Bernstein > , ring_of< polynomial< C, with< V, W > > >
• ring : hasproperty< X >
• Ring : use< polynomial_of, polynomial< C, with< Sparse, O > > > , ring< C, MonomialTensor > , use< polynomial_of, polynomial< C, with< Dual, O > > >
• ring() : ring< C, MonomialTensor > , ring< C, Sparse, O > , ring< C, B, O >
• rnd() : interval_base< T, 3 >::rnd
• rnd_dw() : fpu_rounding< long double > , fpu_rounding< T > , fpu_rounding< floating<> >
• rnd_nr() : fpu_rounding< floating<> > , fpu_rounding< long double > , fpu_rounding< T >
• rnd_t : fpu_rounding< floating<> > , Interval< T, r > , fpu_rounding< long double > , fpu_rounding< T >
• rnd_up() : fpu_rounding< T > , fpu_rounding< floating<> > , fpu_rounding< long double >
• rnd_z() : fpu_rounding< long double > , fpu_rounding< T > , fpu_rounding< floating<> >
• rockwoodcuts() : descartes_solver< real_t, local_method >
• root_bound : data_t
• root_t : continued_fraction_isolate< K, B > , continued_fraction_approximate< K, B > , continued_fraction_subdivision< K > , ContFrac_t< NT, LowerBound >
• rounding() : rounding< T >
• rrestrict() : eenv_base
• RT : continued_fraction_subdivision< K > , ContFrac_t< NT, LowerBound >
• run() : subdivisor< CELL, V > , binary_sleeve_subdivision< K > , solver< C, ProjRd< MTH > > , binary_sleeve_subdivision< K >
• run_loop() : binary_sleeve_subdivision< K > , binary_subdivision< K >
• rup_t : Intervals< C >
• rvbinoms() : eenv