lpolynomial< C, E, V > Class Template Reference

#include <lpolynomial.hpp>

List of all members.

Public Types

• typedef implementation
  < vector_linear, V > Vec
• typedef implementation
  < lpolynomial_defaults, V > Pol
• typedef Pol::template
  global_variables< lpolynomial
  < C, E, V > > S

Public Member Functions

• table< C, E > operator* () const
• lpolynomial ()
• lpolynomial (const table< C, E > &t)
• lpolynomial (const format< C > &fm)
• lpolynomial (const C &x, const E n=0)
• C operator[] (const E &i) const
• lpolynomial< C, E, V > & operator+= (const lpolynomial< C, E, V > &P)
• lpolynomial< C, E, V > & operator-= (const lpolynomial< C, E, V > &P)
• lpolynomial< C, E, V > & operator*= (const C &c)
• lpolynomial< C, E, V > & operator/= (const C &c)

Static Public Member Functions

• static generic get_variable_name ()
• static void set_variable_name (const generic &x)

Public Attributes

• table< C, E > rep

Friends

• lpolynomial< C, E, V > copy (const lpolynomial< C, E, V > &P)

---

Detailed Description

template<typename C, typename E = integer, typename V = typename lpolynomial_variant_helper< C , E >::PV>
class mmx::lpolynomial< C, E, V >

Definition at line 55 of file lpolynomial.hpp.

---

Member Typedef Documentation

typedef implementation<lpolynomial_defaults,V> Pol

Definition at line 60 of file lpolynomial.hpp.

typedef Pol::template global_variables< lpolynomial<C,E,V> > S

Definition at line 61 of file lpolynomial.hpp.

typedef implementation<vector_linear,V> Vec

Definition at line 59 of file lpolynomial.hpp.

---

Constructor & Destructor Documentation

lpolynomial

(

)

[inline]

Definition at line 70 of file lpolynomial.hpp.

: rep (as<C> (0)) {}

lpolynomial

(

const table< C, E > &

t

)

[inline]

Definition at line 71 of file lpolynomial.hpp.

: rep (t) {}

lpolynomial

(

const format< C > &

fm

)

[inline]

Definition at line 72 of file lpolynomial.hpp.

: rep (promote (0, fm)) {}

lpolynomial	(	const C &	x,
		const E	n = 0
	)			[inline]

Definition at line 74 of file lpolynomial.hpp.

References lpolynomial< C, E, V >::rep, and Table.

                                         {
    rep= Table (promote (0, get_format (x)));
    rep[n]= x; }

---

Member Function Documentation

static generic get_variable_name

(

)

[inline, static]

Definition at line 65 of file lpolynomial.hpp.

                                             {
    return S::get_variable_name (); }

table<C,E> operator*

(

)

const [inline]

Definition at line 63 of file lpolynomial.hpp.

References lpolynomial< C, E, V >::rep.

{ return rep; }

lpolynomial< C, E, V > & operator*=

(

const C &

c

)

[inline]

Definition at line 288 of file lpolynomial.hpp.

References lpolynomial< C, E, V >::rep.

                                    {
  rep *= c; return *this; }

lpolynomial< C, E, V > C lpolynomial< C, E, V > C lpolynomial< C, E, V > & operator+=

(

const lpolynomial< C, E, V > &

P

)

[inline]

Definition at line 280 of file lpolynomial.hpp.

                                              {
  rep += *P; return *this; }

lpolynomial< C, E, V > & operator-=

(

const lpolynomial< C, E, V > &

P

)

[inline]

Definition at line 284 of file lpolynomial.hpp.

References lpolynomial< C, E, V >::rep.

                                              {
  rep -= *P; return *this; }

lpolynomial< C, E, V > & operator/=

(

const C &

c

)

[inline]

Definition at line 292 of file lpolynomial.hpp.

References lpolynomial< C, E, V >::rep.

                                    {
  rep /= c; return *this; }

C operator[]

(

const E &

i

)

const [inline]

Definition at line 80 of file lpolynomial.hpp.

References lpolynomial< C, E, V >::rep.

                                         {
    return rep[i]; }

static void set_variable_name

(

const generic &

x

)

[inline, static]

Definition at line 67 of file lpolynomial.hpp.

                                                          {
    S::set_variable_name (x); }

---

Friends And Related Function Documentation

lpolynomial<C,E,V> copy

(

const lpolynomial< C, E, V > &

P

)

[friend]

Definition at line 78 of file lpolynomial.hpp.

                                                        {
    return LPolynomial (copy (*P)); }

---

Member Data Documentation

table<C,E> rep

Definition at line 58 of file lpolynomial.hpp.

Referenced by lpolynomial< C, E, V >::lpolynomial(), lpolynomial< C, E, V >::operator*(), lpolynomial< C, E, V >::operator*=(), lpolynomial< C, E, V >::operator-=(), lpolynomial< C, E, V >::operator/=(), lpolynomial< C, E, V >::operator[](), and mmx::set_as().

---

The documentation for this class was generated from the following file:

• include/lacunaryx/lpolynomial.hpp