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mirror of https://github.com/triqs/dft_tools synced 2024-10-31 19:23:45 +01:00
- Python legacy code :
- Put back for both refreq and imfreq gf
g += matrix
g += complex
g + matrix
g + complex
and same with - operator.

- same impl. for both.
- with python wrapping
This commit is contained in:
Olivier Parcollet 2014-10-22 21:10:49 +02:00
parent eacf3a0d30
commit 41caa7ab91
4 changed files with 100 additions and 3 deletions

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@ -381,10 +381,17 @@ g.add_pure_python_method("pytriqs.gf.local._gf_imfreq.replace_by_tail_depr")
g.add_pure_python_method("pytriqs.gf.local._gf_imfreq.fit_tail_depr") g.add_pure_python_method("pytriqs.gf.local._gf_imfreq.fit_tail_depr")
# For legacy Python code : authorize g + Matrix # For legacy Python code : authorize g + Matrix
#g.number_protocol['add'].add_overload(calling_pattern = "+", signature = "gf<imfreq>(gf<imfreq> x,matrix<std:complex<double>> y)")
g.number_protocol['inplace_add'].add_overload(calling_pattern = "+=", signature = "void(gf_view<imfreq> x,matrix<std::complex<double>> y)") g.number_protocol['inplace_add'].add_overload(calling_pattern = "+=", signature = "void(gf_view<imfreq> x,matrix<std::complex<double>> y)")
g.number_protocol['inplace_subtract'].add_overload(calling_pattern = "-=", signature = "void(gf_view<imfreq> x,matrix<std::complex<double>> y)") g.number_protocol['inplace_subtract'].add_overload(calling_pattern = "-=", signature = "void(gf_view<imfreq> x,matrix<std::complex<double>> y)")
g.number_protocol['inplace_add'].add_overload(calling_pattern = "+=", signature = "void(gf_view<imfreq> x,std::complex<double> y)")
g.number_protocol['inplace_subtract'].add_overload(calling_pattern = "-=", signature = "void(gf_view<imfreq> x,std::complex<double> y)")
g.number_protocol['add'].add_overload(calling_pattern = "+", signature = "gf<imfreq>(gf<imfreq> x,matrix<std::complex<double>> y)")
g.number_protocol['add'].add_overload(calling_pattern = "+", signature = "gf<imfreq>(gf<imfreq> x,std::complex<double> y)")
g.number_protocol['subtract'].add_overload(calling_pattern = "-", signature = "gf<imfreq>(gf<imfreq> x,matrix<std::complex<double>> y)")
g.number_protocol['subtract'].add_overload(calling_pattern = "-", signature = "gf<imfreq>(gf<imfreq> x,std::complex<double> y)")
module.add_class(g) module.add_class(g)
######################## ########################
@ -467,6 +474,18 @@ g.add_method(name = "set_from_pade",
calling_pattern = "pade(self_c,*gw,n_points, freq_offset)", calling_pattern = "pade(self_c,*gw,n_points, freq_offset)",
doc = """TO BE WRITTEN""") doc = """TO BE WRITTEN""")
# For legacy Python code : authorize g + Matrix
g.number_protocol['inplace_add'].add_overload(calling_pattern = "+=", signature = "void(gf_view<refreq> x,matrix<std::complex<double>> y)")
g.number_protocol['inplace_subtract'].add_overload(calling_pattern = "-=", signature = "void(gf_view<refreq> x,matrix<std::complex<double>> y)")
g.number_protocol['inplace_add'].add_overload(calling_pattern = "+=", signature = "void(gf_view<refreq> x,std::complex<double> y)")
g.number_protocol['inplace_subtract'].add_overload(calling_pattern = "-=", signature = "void(gf_view<refreq> x,std::complex<double> y)")
g.number_protocol['add'].add_overload(calling_pattern = "+", signature = "gf<refreq>(gf<refreq> x,matrix<std::complex<double>> y)")
g.number_protocol['add'].add_overload(calling_pattern = "+", signature = "gf<refreq>(gf<refreq> x,std::complex<double> y)")
g.number_protocol['subtract'].add_overload(calling_pattern = "-", signature = "gf<refreq>(gf<refreq> x,matrix<std::complex<double>> y)")
g.number_protocol['subtract'].add_overload(calling_pattern = "-", signature = "gf<refreq>(gf<refreq> x,std::complex<double> y)")
module.add_class(g) module.add_class(g)
######################## ########################

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@ -243,6 +243,12 @@ namespace arrays {
return r; return r;
} }
template <typename V> matrix<V> make_unit_matrix(int dim,V const &v) {
matrix<V> r(dim, dim);
r() = v;
return r;
}
template <typename ArrayType> template <typename ArrayType>
matrix_view<typename ArrayType::value_type, typename ArrayType::traversal_order_t, true> make_matrix_view(ArrayType const& a) { matrix_view<typename ArrayType::value_type, typename ArrayType::traversal_order_t, true> make_matrix_view(ArrayType const& a) {
static_assert(ArrayType::rank == 2, "make_matrix_view only works for array of rank 2"); static_assert(ArrayType::rank == 2, "make_matrix_view only works for array of rank 2");

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@ -160,16 +160,46 @@ namespace gfs {
} // gfs_implementation } // gfs_implementation
// FOR LEGACY PYTHON CODE ONLY
// THIS MUST be kept for python operations
// specific operations (for legacy python code). // specific operations (for legacy python code).
// +=, -= with a matrix // +=, -= with a matrix
inline void operator+=(gf_view<imfreq> g, arrays::matrix<std::complex<double>> m) { inline void operator+=(gf_view<imfreq> g, arrays::matrix<std::complex<double>> const &m) {
for (int u = 0; u < int(first_dim(g.data())); ++u) g.data()(u, arrays::ellipsis()) += m; for (int u = 0; u < int(first_dim(g.data())); ++u) g.data()(u, arrays::ellipsis()) += m;
g.singularity()(0) += m; g.singularity()(0) += m;
} }
inline void operator-=(gf_view<imfreq> g, arrays::matrix<std::complex<double>> m) { inline void operator-=(gf_view<imfreq> g, arrays::matrix<std::complex<double>> const &m) {
for (int u = 0; u < int(first_dim(g.data())); ++u) g.data()(u, arrays::ellipsis()) -= m; for (int u = 0; u < int(first_dim(g.data())); ++u) g.data()(u, arrays::ellipsis()) -= m;
g.singularity()(0) -= m; g.singularity()(0) -= m;
} }
inline void operator+=(gf_view<imfreq> g, std::complex<double> a) {
operator+=(g, arrays::make_unit_matrix(get_target_shape(g)[0], a));
}
inline void operator-=(gf_view<imfreq> g, std::complex<double> a) {
operator-=(g, arrays::make_unit_matrix(get_target_shape(g)[0], a));
}
inline gf<imfreq> operator+(gf<imfreq> g, arrays::matrix<std::complex<double>> const &m) {
g() += m;
return g;
}
inline gf<imfreq> operator+(gf<imfreq> g, std::complex<double> const &m) {
g() += m; // () is critical of infinite loop -> segfault
return g;
}
inline gf<imfreq> operator-(gf<imfreq> g, arrays::matrix<std::complex<double>> const &m) {
g() -= m;
return g;
}
inline gf<imfreq> operator-(gf<imfreq> g, std::complex<double> const &m) {
g() -= m;
return g;
}
} }
} }

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@ -63,6 +63,48 @@ namespace gfs {
template <typename Opt> struct data_proxy<refreq, matrix_valued, Opt> : data_proxy_array<std::complex<double>, 3> {}; template <typename Opt> struct data_proxy<refreq, matrix_valued, Opt> : data_proxy_array<std::complex<double>, 3> {};
template <typename Opt> struct data_proxy<refreq, scalar_valued, Opt> : data_proxy_array<std::complex<double>, 1> {}; template <typename Opt> struct data_proxy<refreq, scalar_valued, Opt> : data_proxy_array<std::complex<double>, 1> {};
} }
// FOR LEGACY PYTHON CODE ONLY
// THIS MUST be kept for python operations
// specific operations (for legacy python code).
// +=, -= with a matrix
inline void operator+=(gf_view<refreq> g, arrays::matrix<std::complex<double>> const &m) {
for (int u = 0; u < int(first_dim(g.data())); ++u) g.data()(u, arrays::ellipsis()) += m;
g.singularity()(0) += m;
}
inline void operator-=(gf_view<refreq> g, arrays::matrix<std::complex<double>> const &m) {
for (int u = 0; u < int(first_dim(g.data())); ++u) g.data()(u, arrays::ellipsis()) -= m;
g.singularity()(0) -= m;
}
inline void operator+=(gf_view<refreq> g, std::complex<double> a) {
operator+=(g, arrays::make_unit_matrix(get_target_shape(g)[0], a));
}
inline void operator-=(gf_view<refreq> g, std::complex<double> a) {
operator-=(g, arrays::make_unit_matrix(get_target_shape(g)[0], a));
}
inline gf<refreq> operator+(gf<refreq> g, arrays::matrix<std::complex<double>> const &m) {
g() += m;
return g;
}
inline gf<refreq> operator+(gf<refreq> g, std::complex<double> const &m) {
g() += m; // () is critical of infinite loop -> segfault
return g;
}
inline gf<refreq> operator-(gf<refreq> g, arrays::matrix<std::complex<double>> const &m) {
g() -= m;
return g;
}
inline gf<refreq> operator-(gf<refreq> g, std::complex<double> const &m) {
g() -= m;
return g;
}
} }
} }