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// // SPDX-License-Identifier: BSD-3-Clause // Copyright Contributors to the OpenEXR Project. // // // Obsolete functions provided for compatibility, deprecated in favor // of std:: functions. // #ifndef INCLUDED_IMATHMATH_H #define INCLUDED_IMATHMATH_H #include "ImathNamespace.h" #include "ImathPlatform.h" #include #include IMATH_INTERNAL_NAMESPACE_HEADER_ENTER //---------------------------------------------------------------------------- // // The deprecated Math methods were intended to allow templated access to // math functions so that they would automatically choose either the double // (e.g. sin()) or float (e.g., sinf()) version. // // Beginning wth C++11, this is unnecessary, as std:: versions of all these // functions are available and are templated by type. // // We keep these old definitions for backward compatibility but encourage // users to prefer the std:: versions. Some day we may remove these // deprecated versions. // //---------------------------------------------------------------------------- /// @cond Doxygen_Suppress template struct Math { IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T acos (T x) { return std::acos (x); } IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T asin (T x) { return std::asin (x); } IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T atan (T x) { return std::atan (x); } IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T atan2 (T x, T y) { return std::atan2 (x, y); } IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T cos (T x) { return std::cos (x); } IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T sin (T x) { return std::sin (x); } IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T tan (T x) { return std::tan (x); } IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T cosh (T x) { return std::cosh (x); } IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T sinh (T x) { return std::sinh (x); } IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T tanh (T x) { return std::tanh (x); } IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T exp (T x) { return std::exp (x); } IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T log (T x) { return std::log (x); } IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T log10 (T x) { return std::log10 (x); } IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T modf (T x, T* iptr) { T ival; T rval (std::modf (T (x), &ival)); *iptr = ival; return rval; } IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T pow (T x, T y) { return std::pow (x, y); } IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T sqrt (T x) { return std::sqrt (x); } IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T ceil (T x) { return std::ceil (x); } IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T fabs (T x) { return std::fabs (x); } IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T floor (T x) { return std::floor (x); } IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T fmod (T x, T y) { return std::fmod (x, y); } IMATH_DEPRECATED ("use std::math functions") IMATH_HOSTDEVICE static T hypot (T x, T y) { return std::hypot (x, y); } }; /// @endcond /// Don Hatch's version of sin(x)/x, which is accurate for very small x. /// Returns 1 for x == 0. template IMATH_HOSTDEVICE inline T sinx_over_x (T x) { if (x * x < std::numeric_limits::epsilon ()) return T (1); else return std::sin (x) / x; } /// Compare two numbers and test if they are "approximately equal": /// /// @return Ttrue if x1 is the same as x2 with an absolute error of /// no more than e: /// /// abs (x1 - x2) <= e template IMATH_HOSTDEVICE IMATH_CONSTEXPR14 inline bool equalWithAbsError (T x1, T x2, T e) IMATH_NOEXCEPT { return ((x1 > x2) ? x1 - x2 : x2 - x1) <= e; } /// Compare two numbers and test if they are "approximately equal": /// /// @return True if x1 is the same as x2 with an relative error of /// no more than e, /// /// abs (x1 - x2) <= e * x1 template IMATH_HOSTDEVICE IMATH_CONSTEXPR14 inline bool equalWithRelError (T x1, T x2, T e) IMATH_NOEXCEPT { return ((x1 > x2) ? x1 - x2 : x2 - x1) <= e * ((x1 > 0) ? x1 : -x1); } IMATH_INTERNAL_NAMESPACE_HEADER_EXIT #endif // INCLUDED_IMATHMATH_H