#include <deal.II/base/numbers.h>
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| static constexpr std::complex< number > | conjugate (const std::complex< number > &x) |
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| static constexpr real_type | abs_square (const std::complex< number > &x) |
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| static real_type | abs (const std::complex< number > &x) |
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template<typename number>
struct numbers::NumberTraits< std::complex< number > >
Specialization of the general NumberTraits class that provides the relevant information if the underlying data type is std::complex<T>.
- Author
- Wolfgang Bangerth, 2007
Definition at line 412 of file numbers.h.
◆ real_type
template<typename number >
For this data type, alias the corresponding real type. Since this specialization of the template is selected for number types std::complex<T>, the real type is equal to the type used to store the two components of the complex number.
Definition at line 427 of file numbers.h.
◆ conjugate()
template<typename number >
| constexpr std::complex< number > numbers::NumberTraits< std::complex< number > >::conjugate |
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const std::complex< number > & |
x | ) |
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staticconstexpr |
Return the complex-conjugate of the given number.
Definition at line 544 of file numbers.h.
◆ abs_square()
template<typename number >
Return the square of the absolute value of the given number. Since this specialization of the general template is chosen for types equal to std::complex, this function returns the product of a number and its complex conjugate.
Definition at line 562 of file numbers.h.
◆ abs()
template<typename number >
Return the absolute value of a complex number.
Definition at line 553 of file numbers.h.
◆ is_complex
template<typename number >
A flag that specifies whether the template type given to this class is complex or real. Since this specialization of the general template is selected for complex types, the answer is true.
Definition at line 419 of file numbers.h.
The documentation for this struct was generated from the following files: