ITK
4.10.0
Insight Segmentation and Registration Toolkit
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#include "itkIntTypes.h"
#include "itkMathDetail.h"
#include "itkConceptChecking.h"
#include "itkNumericTraits.h"
#include <vnl/vnl_math.h>
#include <vxl_version.h>
Go to the source code of this file.
Namespaces | |
itk | |
itk::Math | |
itk::Math::Detail | |
Macros | |
#define | itkTemplateFloatingToIntegerMacro(name) |
Functions | |
bool | itk::Math::abs (const bool x) |
unsigned char | itk::Math::abs (const unsigned char x) |
unsigned char | itk::Math::abs (const signed char x) |
unsigned char | itk::Math::abs (const char x) |
unsigned short | itk::Math::abs (const short x) |
unsigned short | itk::Math::abs (const unsigned short x) |
unsigned int | itk::Math::abs (const int x) |
unsigned int | itk::Math::abs (const unsigned int x) |
unsigned long | itk::Math::abs (const long x) |
unsigned long | itk::Math::abs (const unsigned long x) |
float | itk::Math::abs (const float x) |
double | itk::Math::abs (const double x) |
long double | itk::Math::abs (const long double x) |
template<typename T1 , typename T2 > | |
bool | itk::Math::AlmostEquals (T1 x1, T2 x2) |
template<typename T > | |
T | itk::Math::angle_0_to_2pi (const T angle) |
template<typename T > | |
T | itk::Math::angle_minuspi_to_pi (const T angle) |
template<typename TReturn , typename TInput > | |
TReturn | itk::Math::CastWithRangeCheck (TInput x) |
template<typename T > | |
T | itk::Math::cbrt (const T value) |
template<TReturn , typename TInput > | |
itk::Math::Ceil (TInput x) | |
template<typename T > | |
int | itk::Math::ceil (const T x) |
bool | itk::Math::cube (const bool x) |
int | itk::Math::cube (const int x) |
unsigned int | itk::Math::cube (const unsigned int x) |
long | itk::Math::cube (const long x) |
unsigned long | itk::Math::cube (const unsigned long x) |
float | itk::Math::cube (const float x) |
double | itk::Math::cube (const double x) |
template<typename TInput1 , typename TInput2 > | |
bool | itk::Math::ExactlyEquals (const TInput1 &x1, const TInput2 &x2) |
template<typename T > | |
T | itk::Math::FloatAddULP (T x, typename Detail::FloatIEEE< T >::IntType ulps) |
template<typename T > | |
bool | itk::Math::FloatAlmostEqual (T x1, T x2, typename Detail::FloatIEEE< T >::IntType maxUlps=4, typename Detail::FloatIEEE< T >::FloatType maxAbsoluteDifference=0.1 *itk::NumericTraits< T >::epsilon()) |
template<typename T > | |
Detail::FloatIEEE< T >::IntType | itk::Math::FloatDifferenceULP (T x1, T x2) |
template<TReturn , typename TInput > | |
itk::Math::Floor (TInput x) | |
template<typename T > | |
int | itk::Math::floor (const T x) |
template<typename T > | |
T | itk::Math::hypot (const T value1, const T value2) |
template<typename T > | |
bool | itk::Math::isfinite (const T value) |
template<typename T > | |
bool | itk::Math::isinf (const T value) |
template<typename T > | |
bool | itk::Math::isnan (const T value) |
template<typename T1 , typename T2 > | |
bool | itk::Math::NotAlmostEquals (T1 x1, T2 x2) |
template<typename TInput1 , typename TInput2 > | |
bool | itk::Math::NotExactlyEquals (const TInput1 &x1, const TInput2 &x2) |
template<typename T > | |
T | itk::Math::remainder_floored (const T x, const T y) |
template<typename T > | |
T | itk::Math::remainder_truncated (const T x, const T y) |
template<typename T > | |
int | itk::Math::rnd (const T x) |
template<typename T > | |
int | itk::Math::rnd_halfinttoeven (const T x) |
template<typename T > | |
int | itk::Math::rnd_halfintup (const T x) |
template<typename TReturn , typename TInput > | |
TReturn | itk::Math::Round (TInput x) |
template<TReturn , typename TInput > | |
itk::Math::RoundHalfIntegerToEven (TInput x) | |
template<TReturn , typename TInput > | |
itk::Math::RoundHalfIntegerUp (TInput x) | |
template<typename T > | |
int | itk::Math::sgn (const T x) |
template<typename T > | |
int | itk::Math::sgn0 (const T x) |
bool | itk::Math::sqr (const bool x) |
int | itk::Math::sqr (const int x) |
unsigned int | itk::Math::sqr (const unsigned int x) |
long | itk::Math::sqr (const long x) |
unsigned long | itk::Math::sqr (const unsigned long x) |
float | itk::Math::sqr (const float x) |
double | itk::Math::sqr (const double x) |
unsigned int | itk::Math::squared_magnitude (const char x) |
unsigned int | itk::Math::squared_magnitude (const unsigned char x) |
unsigned int | itk::Math::squared_magnitude (const int x) |
unsigned int | itk::Math::squared_magnitude (const unsigned int x) |
unsigned long | itk::Math::squared_magnitude (const long x) |
unsigned long | itk::Math::squared_magnitude (const unsigned long x) |
float | itk::Math::squared_magnitude (const float x) |
double | itk::Math::squared_magnitude (const double x) |
long double | itk::Math::squared_magnitude (const long double x) |
ITKCommon_EXPORT bool | itk::Math::IsPrime (unsigned short n) |
ITKCommon_EXPORT bool | itk::Math::IsPrime (unsigned int n) |
ITKCommon_EXPORT bool | itk::Math::IsPrime (unsigned long n) |
ITKCommon_EXPORT bool | itk::Math::IsPrime (unsigned long long n) |
ITKCommon_EXPORT unsigned short | itk::Math::GreatestPrimeFactor (unsigned short n) |
ITKCommon_EXPORT unsigned int | itk::Math::GreatestPrimeFactor (unsigned int n) |
ITKCommon_EXPORT unsigned long | itk::Math::GreatestPrimeFactor (unsigned long n) |
ITKCommon_EXPORT unsigned long long | itk::Math::GreatestPrimeFactor (unsigned long long n) |
Variables | |
static ITK_CONSTEXPR double | itk::Math::deg_per_rad = vnl_math::deg_per_rad |
static ITK_CONSTEXPR double | itk::Math::e = vnl_math::e |
static ITK_CONSTEXPR double | itk::Math::eps = vnl_math::eps |
static ITK_CONSTEXPR double | itk::Math::euler = vnl_math::euler |
static ITK_CONSTEXPR float | itk::Math::float_eps = vnl_math::float_eps |
static ITK_CONSTEXPR float | itk::Math::float_sqrteps = vnl_math::float_sqrteps |
static ITK_CONSTEXPR double | itk::Math::ln10 = vnl_math::ln10 |
static ITK_CONSTEXPR double | itk::Math::ln2 = vnl_math::ln2 |
static ITK_CONSTEXPR double | itk::Math::log10e = vnl_math::log10e |
static ITK_CONSTEXPR double | itk::Math::log2e = vnl_math::log2e |
static ITK_CONSTEXPR double | itk::Math::one_over_pi = vnl_math::one_over_pi |
static ITK_CONSTEXPR double | itk::Math::one_over_sqrt2pi = vnl_math::one_over_sqrt2pi |
static ITK_CONSTEXPR double | itk::Math::pi = vnl_math::pi |
static ITK_CONSTEXPR double | itk::Math::pi_over_180 = vnl_math::pi_over_180 |
static ITK_CONSTEXPR double | itk::Math::pi_over_2 = vnl_math::pi_over_2 |
static ITK_CONSTEXPR double | itk::Math::pi_over_4 = vnl_math::pi_over_4 |
static ITK_CONSTEXPR double | itk::Math::sqrt1_2 = vnl_math::sqrt1_2 |
static ITK_CONSTEXPR double | itk::Math::sqrt1_3 = vnl_math::sqrt1_3 |
static ITK_CONSTEXPR double | itk::Math::sqrt2 = vnl_math::sqrt2 |
static ITK_CONSTEXPR double | itk::Math::sqrt2pi = vnl_math::sqrt2pi |
static ITK_CONSTEXPR double | itk::Math::sqrteps = vnl_math::sqrteps |
static ITK_CONSTEXPR double | itk::Math::two_over_pi = vnl_math::two_over_pi |
static ITK_CONSTEXPR double | itk::Math::two_over_sqrtpi = vnl_math::two_over_sqrtpi |
static ITK_CONSTEXPR double | itk::Math::twopi = vnl_math::twopi |
#define itkTemplateFloatingToIntegerMacro | ( | name | ) |
A useful macro to generate a template floating point to integer conversion templated on the return type and using either the 32 bit, the 64 bit or the vanilla version
Definition at line 108 of file itkMath.h.
Referenced by itk::Math::Round().