Template Class zeros

• Defined in File opoly.hh

Nested Relationships

Nested Types

• Class zeros::interval_type

Class Documentation

template<typename INT, typename REAL>
class opoly::zeros

Class computeing the zeros of an orthogonal polynomial

• INT is a integer type, can be also unsigned

• REAL is a floating point type, can be float or a high precision number class

Public Types

typedef INT int_type

typedef int_type *int_pointer

typedef int_type const *int_const_pointer

typedef int_type int_reference

typedef int_type const &int_const_reference

typedef REAL real_type

typedef real_type *pointer

typedef real_type const *const_pointer

typedef real_type &reference

typedef real_type const &const_reference

typedef interval_type *interval_pointer

typedef interval_type const *interval_const_pointer

typedef interval_type &interval_reference

typedef interval_type const &interval_const_reference

Public Functions

inline zeros(poly<INT, REAL> const &pref)

inline ~zeros()

inline void eval(int_type n, const_reference epsi, pointer x)

class interval_type

Public Functions

inline interval_type()

inline interval_type(const_reference _a, const_reference _b, int_type _sa, int_type _sb)

inline void set(const_reference _a, const_reference _b, int_type _sa, int_type _sb)

inline interval_type const &operator=(interval_type const &I)

Public Members

real_type a

real_type b

int_type sa

int_type sb