matrix_analytic_rep< C, V > Class Template Reference

#include <analytic_matrix.hpp>

Inheritance diagram for matrix_analytic_rep< C, V >:

List of all members.

Public Member Functions

• matrix_analytic_rep (const matrix< analytic< C, V > > &m2)
• void Clear_cache (nat which) const
• series< matrix< C > > Expand () const
• Abs_type (typename unvectorize< C >::val) Radius_bound(nat order) const
• Abs_type (matrix< C >) Tail_bound(const Abs_type(typename unvectorize< C >
• analytic< matrix< C >, V > Move (const typename unvectorize< C >::val &z) const
• matrix< C > Eval (const typename unvectorize< C >::val &z) const
• analytic< matrix< C >, V > Derive () const

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Detailed Description

template<typename C, typename V>
class mmx::matrix_analytic_rep< C, V >

Definition at line 128 of file analytic_matrix.hpp.

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Constructor & Destructor Documentation

matrix_analytic_rep

(

const matrix< analytic< C, V > > &

m2

)

[inline]

Definition at line 131 of file analytic_matrix.hpp.

00131                                                    :
00132     analytic_rep<matrix<C>,V> (format<matrix<C> > (get_format1 (CF(m2)))),
00133     m (m2) {}
  void Clear_cache (nat which) const {

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Member Function Documentation

Abs_type

(

matrix< C >

)

const [inline]

Definition at line 152 of file analytic_matrix.hpp.

References MR, and mmx::R.

                                                              {
    nat i, j, nr= rows (m), nc= cols (m);
    MR b (R (0), nr, nc);
    for (i=0; i<nr; i++)
      for (j=0; j<nc; j++)
        b (i, j)= tail_bound (m (i, j), r, order, a);
    return b; }

Abs_type

(

typename unvectorize< C >::val

)

const [inline]

Definition at line 146 of file analytic_matrix.hpp.

References Radius.

                                        {
    Radius r= Maximal (Radius);
    for (nat i=0; i<rows (m); i++)
      for (nat j=0; j<cols (m); j++)
        r= min (r, radius_bound (m (i, j), order));
    return r; }

void Clear_cache

(

nat

which

)

const [inline]

Definition at line 134 of file analytic_matrix.hpp.

References mmx::clear_cache(), and mmx::V.

                                     {
    analytic_rep<vector<C>,V>::Clear_cache (which);
    for (nat i=0; i<rows (m); i++)
      for (nat j=0; j<cols (m); j++)
        clear_cache (m (i, j), which); }

analytic<matrix<C>,V> Derive

(

)

const [inline]

Definition at line 173 of file analytic_matrix.hpp.

References mmx::as_analytic(), and mmx::derive().

                                        {
    return as_analytic (derive (m)); }

matrix<C> Eval

(

const typename unvectorize< C >::val &

z

)

const [inline]

Definition at line 166 of file analytic_matrix.hpp.

References mmx::C, and mmx::eval().

                                         {
    nat i, j, nr= rows (m), nc= cols (m);
    matrix<C> r (C (0), nr, nc);
    for (i=0; i<nr; i++)
      for (j=0; j<nc; j++)
        r (i, j)= eval (m (i, j), z);
    return r; }

series<matrix<C> > Expand

(

)

const [inline]

Definition at line 139 of file analytic_matrix.hpp.

References mmx::expand(), and Series.

                                     {
    nat i, j, nr= rows (m), nc= cols (m);
    matrix<Series > r (Series (0), nr, nc);
    for (i=0; i<nr; i++)
      for (j=0; j<nc; j++)
        r (i, j)= expand (m (i, j));
    return as_series (r); }

analytic<matrix<C>,V> Move

(

const typename unvectorize< C >::val &

z

)

const [inline]

Definition at line 159 of file analytic_matrix.hpp.

References Analytic, mmx::as_analytic(), and mmx::move().

                                                     {
    nat i, j, nr= rows (m), nc= cols (m);
    matrix<Analytic > r (Analytic (0, get_format1 (this->tfm())), nr, nc);
    for (i=0; i<nr; i++)
      for (j=0; j<nc; j++)
        r (i,j)= move (m (i, j), z);
    return as_analytic (r); }

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

• include/continewz/analytic_matrix.hpp