llvm-project/flang/module/ieee_arithmetic.f90
Peter Klausler fc1c481cf4
[flang][preprocessor] Change handling of macros in text from Fortran … (#108113)
…INCLUDE lines

The compiler current treats an INCLUDE line as essentially a synonym for
a preprocessing #include directive. The causes macros that have been
defined at the point where the INCLUDE line is processed to be replaced
within the text of the included file.

This behavior is surprising to users who expect an INCLUDE line to be
expanded into its contents *after* preprocessing has been applied to the
original source file, with no further macro expansion.

Change INCLUDE line processing to use a fresh instance of Preprocessor
containing no macro definitions except _CUDA in CUDA Fortran
compilations and, if the original file was being preprocessed, the
standard definitions of __FILE__, __LINE__, and so forth.
2024-09-12 09:08:00 -07:00

666 lines
22 KiB
Fortran

!===-- module/ieee_arithmetic.f90 ------------------------------------------===!
!
! Part of the LLVM Project, under the Apache License v2.0 with LLVM Exceptions.
! See https://llvm.org/LICENSE.txt for license information.
! SPDX-License-Identifier: Apache-2.0 WITH LLVM-exception
!
!===------------------------------------------------------------------------===!
! Fortran 2018 Clause 17
#include '../include/flang/Runtime/magic-numbers.h'
module ieee_arithmetic
! F18 Clause 17.1p1:
! The module IEEE_ARITHMETIC behaves as if it contained a USE statement for
! IEEE_EXCEPTIONS; everything that is public in IEEE_EXCEPTIONS is public in
! IEEE_ARITHMETIC.
use __fortran_ieee_exceptions
use __fortran_builtins, only: &
ieee_away => __builtin_ieee_away, &
ieee_down => __builtin_ieee_down, &
ieee_fma => __builtin_fma, &
ieee_is_nan => __builtin_ieee_is_nan, &
ieee_is_negative => __builtin_ieee_is_negative, &
ieee_is_normal => __builtin_ieee_is_normal, &
ieee_nearest => __builtin_ieee_nearest, &
ieee_next_after => __builtin_ieee_next_after, &
ieee_next_down => __builtin_ieee_next_down, &
ieee_next_up => __builtin_ieee_next_up, &
ieee_other => __builtin_ieee_other, &
ieee_round_type => __builtin_ieee_round_type, &
ieee_scalb => scale, &
ieee_selected_real_kind => __builtin_ieee_selected_real_kind, &
ieee_support_datatype => __builtin_ieee_support_datatype, &
ieee_support_denormal => __builtin_ieee_support_denormal, &
ieee_support_divide => __builtin_ieee_support_divide, &
ieee_support_inf => __builtin_ieee_support_inf, &
ieee_support_io => __builtin_ieee_support_io, &
ieee_support_nan => __builtin_ieee_support_nan, &
ieee_support_rounding => __builtin_ieee_support_rounding, &
ieee_support_sqrt => __builtin_ieee_support_sqrt, &
ieee_support_standard => __builtin_ieee_support_standard, &
ieee_support_subnormal => __builtin_ieee_support_subnormal, &
ieee_support_underflow_control => __builtin_ieee_support_underflow_control, &
ieee_to_zero => __builtin_ieee_to_zero, &
ieee_up => __builtin_ieee_up
implicit none
! Set PRIVATE by default to explicitly only export what is meant
! to be exported by this MODULE.
private
! Explicitly export the symbols from __fortran_builtins
public :: ieee_away
public :: ieee_down
public :: ieee_fma
public :: ieee_is_nan
public :: ieee_is_negative
public :: ieee_is_normal
public :: ieee_nearest
public :: ieee_other
public :: ieee_next_after
public :: ieee_next_down
public :: ieee_next_up
public :: ieee_round_type
public :: ieee_scalb
public :: ieee_selected_real_kind
public :: ieee_support_datatype
public :: ieee_support_denormal
public :: ieee_support_divide
public :: ieee_support_inf
public :: ieee_support_io
public :: ieee_support_nan
public :: ieee_support_rounding
public :: ieee_support_sqrt
public :: ieee_support_standard
public :: ieee_support_subnormal
public :: ieee_support_underflow_control
public :: ieee_to_zero
public :: ieee_up
! Explicitly export the symbols from __fortran_ieee_exceptions
public :: ieee_flag_type
public :: ieee_invalid
public :: ieee_overflow
public :: ieee_divide_by_zero
public :: ieee_underflow
public :: ieee_inexact
public :: ieee_denorm
public :: ieee_usual
public :: ieee_all
public :: ieee_modes_type
public :: ieee_status_type
public :: ieee_get_flag
public :: ieee_get_halting_mode
public :: ieee_get_modes
public :: ieee_get_status
public :: ieee_set_flag
public :: ieee_set_halting_mode
public :: ieee_set_modes
public :: ieee_set_status
public :: ieee_support_flag
public :: ieee_support_halting
type, public :: ieee_class_type
private
integer(kind=1) :: which = 0
end type ieee_class_type
type(ieee_class_type), parameter, public :: &
ieee_signaling_nan = ieee_class_type(_FORTRAN_RUNTIME_IEEE_SIGNALING_NAN), &
ieee_quiet_nan = ieee_class_type(_FORTRAN_RUNTIME_IEEE_QUIET_NAN), &
ieee_negative_inf = ieee_class_type(_FORTRAN_RUNTIME_IEEE_NEGATIVE_INF), &
ieee_negative_normal = &
ieee_class_type(_FORTRAN_RUNTIME_IEEE_NEGATIVE_NORMAL), &
ieee_negative_subnormal = &
ieee_class_type(_FORTRAN_RUNTIME_IEEE_NEGATIVE_SUBNORMAL), &
ieee_negative_zero = ieee_class_type(_FORTRAN_RUNTIME_IEEE_NEGATIVE_ZERO), &
ieee_positive_zero = ieee_class_type(_FORTRAN_RUNTIME_IEEE_POSITIVE_ZERO), &
ieee_positive_subnormal = &
ieee_class_type(_FORTRAN_RUNTIME_IEEE_POSITIVE_SUBNORMAL), &
ieee_positive_normal = &
ieee_class_type(_FORTRAN_RUNTIME_IEEE_POSITIVE_NORMAL), &
ieee_positive_inf = ieee_class_type(_FORTRAN_RUNTIME_IEEE_POSITIVE_INF), &
ieee_other_value = ieee_class_type(_FORTRAN_RUNTIME_IEEE_OTHER_VALUE)
type(ieee_class_type), parameter, public :: &
ieee_negative_denormal = ieee_negative_subnormal, &
ieee_positive_denormal = ieee_positive_subnormal
interface operator(==)
elemental logical function ieee_class_eq(x, y)
import ieee_class_type
type(ieee_class_type), intent(in) :: x, y
end function ieee_class_eq
elemental logical function ieee_round_eq(x, y)
import ieee_round_type
type(ieee_round_type), intent(in) :: x, y
end function ieee_round_eq
end interface operator(==)
public :: operator(==)
interface operator(/=)
elemental logical function ieee_class_ne(x, y)
import ieee_class_type
type(ieee_class_type), intent(in) :: x, y
end function ieee_class_ne
elemental logical function ieee_round_ne(x, y)
import ieee_round_type
type(ieee_round_type), intent(in) :: x, y
end function ieee_round_ne
end interface operator(/=)
public :: operator(/=)
! Define specifics with 1 or 2 INTEGER, LOGICAL, or REAL arguments for
! generic G.
#define SPECIFICS_I(G) \
G(1) G(2) G(4) G(8) G(16)
#define SPECIFICS_L(G) \
G(1) G(2) G(4) G(8)
#if FLANG_SUPPORT_R16
#if __x86_64__
#define SPECIFICS_R(G) \
G(2) G(3) G(4) G(8) G(10) G(16)
#else
#define SPECIFICS_R(G) \
G(2) G(3) G(4) G(8) G(16)
#endif
#else
#if __x86_64__
#define SPECIFICS_R(G) \
G(2) G(3) G(4) G(8) G(10)
#else
#define SPECIFICS_R(G) \
G(2) G(3) G(4) G(8)
#endif
#endif
#define SPECIFICS_II(G) \
G(1,1) G(1,2) G(1,4) G(1,8) G(1,16) \
G(2,1) G(2,2) G(2,4) G(2,8) G(2,16) \
G(4,1) G(4,2) G(4,4) G(4,8) G(4,16) \
G(8,1) G(8,2) G(8,4) G(8,8) G(8,16) \
G(16,1) G(16,2) G(16,4) G(16,8) G(16,16)
#if FLANG_SUPPORT_R16
#if __x86_64__
#define SPECIFICS_RI(G) \
G(2,1) G(2,2) G(2,4) G(2,8) G(2,16) \
G(3,1) G(3,2) G(3,4) G(3,8) G(3,16) \
G(4,1) G(4,2) G(4,4) G(4,8) G(4,16) \
G(8,1) G(8,2) G(8,4) G(8,8) G(8,16) \
G(10,1) G(10,2) G(10,4) G(10,8) G(10,16) \
G(16,1) G(16,2) G(16,4) G(16,8) G(16,16)
#else
#define SPECIFICS_RI(G) \
G(2,1) G(2,2) G(2,4) G(2,8) G(2,16) \
G(3,1) G(3,2) G(3,4) G(3,8) G(3,16) \
G(4,1) G(4,2) G(4,4) G(4,8) G(4,16) \
G(8,1) G(8,2) G(8,4) G(8,8) G(8,16) \
G(16,1) G(16,2) G(16,4) G(16,8) G(16,16)
#endif
#else
#if __x86_64__
#define SPECIFICS_RI(G) \
G(2,1) G(2,2) G(2,4) G(2,8) \
G(3,1) G(3,2) G(3,4) G(3,8) \
G(4,1) G(4,2) G(4,4) G(4,8) \
G(8,1) G(8,2) G(8,4) G(8,8) \
G(10,1) G(10,2) G(10,4) G(10,8)
#else
#define SPECIFICS_RI(G) \
G(2,1) G(2,2) G(2,4) G(2,8) \
G(3,1) G(3,2) G(3,4) G(3,8) \
G(4,1) G(4,2) G(4,4) G(4,8) \
G(8,1) G(8,2) G(8,4) G(8,8)
#endif
#endif
#if FLANG_SUPPORT_R16
#if __x86_64__
#define SPECIFICS_RR(G) \
G(2,2) G(2,3) G(2,4) G(2,8) G(2,10) G(2,16) \
G(3,2) G(3,3) G(3,4) G(3,8) G(3,10) G(3,16) \
G(4,2) G(4,3) G(4,4) G(4,8) G(4,10) G(4,16) \
G(8,2) G(8,3) G(8,4) G(8,8) G(8,10) G(8,16) \
G(10,2) G(10,3) G(10,4) G(10,8) G(10,10) G(10,16) \
G(16,2) G(16,3) G(16,4) G(16,8) G(16,10) G(16,16)
#else
#define SPECIFICS_RR(G) \
G(2,2) G(2,3) G(2,4) G(2,8) G(2,16) \
G(3,2) G(3,3) G(3,4) G(3,8) G(3,16) \
G(4,2) G(4,3) G(4,4) G(4,8) G(4,16) \
G(8,2) G(8,3) G(8,4) G(8,8) G(8,16) \
G(16,2) G(16,3) G(16,4) G(16,8) G(16,16)
#endif
#else
#if __x86_64__
#define SPECIFICS_RR(G) \
G(2,2) G(2,3) G(2,4) G(2,8) G(2,10) \
G(3,2) G(3,3) G(3,4) G(3,8) G(3,10) \
G(4,2) G(4,3) G(4,4) G(4,8) G(4,10) \
G(8,2) G(8,3) G(8,4) G(8,8) G(8,10) \
G(10,2) G(10,3) G(10,4) G(10,8) G(10,10)
#else
#define SPECIFICS_RR(G) \
G(2,2) G(2,3) G(2,4) G(2,8) \
G(3,2) G(3,3) G(3,4) G(3,8) \
G(4,2) G(4,3) G(4,4) G(4,8) \
G(8,2) G(8,3) G(8,4) G(8,8)
#endif
#endif
#define IEEE_CLASS_R(XKIND) \
elemental type(ieee_class_type) function ieee_class_a##XKIND(x); \
import ieee_class_type; \
real(XKIND), intent(in) :: x; \
end function ieee_class_a##XKIND;
interface ieee_class
SPECIFICS_R(IEEE_CLASS_R)
end interface ieee_class
public :: ieee_class
#undef IEEE_CLASS_R
#define IEEE_COPY_SIGN_RR(XKIND, YKIND) \
elemental real(XKIND) function ieee_copy_sign_a##XKIND##_a##YKIND(x, y); \
real(XKIND), intent(in) :: x; \
real(YKIND), intent(in) :: y; \
end function ieee_copy_sign_a##XKIND##_a##YKIND;
interface ieee_copy_sign
SPECIFICS_RR(IEEE_COPY_SIGN_RR)
end interface ieee_copy_sign
public :: ieee_copy_sign
#undef IEEE_COPY_SIGN_RR
#define IEEE_GET_ROUNDING_MODE_I(RKIND) \
subroutine ieee_get_rounding_mode_i##RKIND(round_value, radix); \
import ieee_round_type; \
type(ieee_round_type), intent(out) :: round_value; \
integer(RKIND), intent(in) :: radix; \
end subroutine ieee_get_rounding_mode_i##RKIND;
interface ieee_get_rounding_mode
subroutine ieee_get_rounding_mode_0(round_value)
import ieee_round_type
type(ieee_round_type), intent(out) :: round_value
end subroutine ieee_get_rounding_mode_0
SPECIFICS_I(IEEE_GET_ROUNDING_MODE_I)
end interface ieee_get_rounding_mode
public :: ieee_get_rounding_mode
#undef IEEE_GET_ROUNDING_MODE_I
#define IEEE_GET_UNDERFLOW_MODE_L(GKIND) \
subroutine ieee_get_underflow_mode_l##GKIND(gradual); \
logical(GKIND), intent(out) :: gradual; \
end subroutine ieee_get_underflow_mode_l##GKIND;
interface ieee_get_underflow_mode
SPECIFICS_L(IEEE_GET_UNDERFLOW_MODE_L)
end interface ieee_get_underflow_mode
public :: ieee_get_underflow_mode
#undef IEEE_GET_UNDERFLOW_MODE_L
! When kind argument is present, kind(result) is value(kind), not kind(kind).
! That is not known here, so return integer(16).
#define IEEE_INT_R(AKIND) \
elemental integer function ieee_int_a##AKIND(a, round); \
import ieee_round_type; \
real(AKIND), intent(in) :: a; \
type(ieee_round_type), intent(in) :: round; \
end function ieee_int_a##AKIND;
#define IEEE_INT_RI(AKIND, KKIND) \
elemental integer(16) function ieee_int_a##AKIND##_i##KKIND(a, round, kind); \
import ieee_round_type; \
real(AKIND), intent(in) :: a; \
type(ieee_round_type), intent(in) :: round; \
integer(KKIND), intent(in) :: kind; \
end function ieee_int_a##AKIND##_i##KKIND;
interface ieee_int
SPECIFICS_R(IEEE_INT_R)
SPECIFICS_RI(IEEE_INT_RI)
end interface ieee_int
public :: ieee_int
#undef IEEE_INT_R
#undef IEEE_INT_RI
#define IEEE_IS_FINITE_R(XKIND) \
elemental logical function ieee_is_finite_a##XKIND(x); \
real(XKIND), intent(in) :: x; \
end function ieee_is_finite_a##XKIND;
interface ieee_is_finite
SPECIFICS_R(IEEE_IS_FINITE_R)
end interface ieee_is_finite
public :: ieee_is_finite
#undef IEEE_IS_FINITE_R
#define IEEE_LOGB_R(XKIND) \
elemental real(XKIND) function ieee_logb_a##XKIND(x); \
real(XKIND), intent(in) :: x; \
end function ieee_logb_a##XKIND;
interface ieee_logb
SPECIFICS_R(IEEE_LOGB_R)
end interface ieee_logb
public :: ieee_logb
#undef IEEE_LOGB_R
#define IEEE_MAX_R(XKIND) \
elemental real(XKIND) function ieee_max_a##XKIND(x, y); \
real(XKIND), intent(in) :: x, y; \
end function ieee_max_a##XKIND;
interface ieee_max
SPECIFICS_R(IEEE_MAX_R)
end interface ieee_max
public :: ieee_max
#undef IEEE_MAX_R
#define IEEE_MAX_MAG_R(XKIND) \
elemental real(XKIND) function ieee_max_mag_a##XKIND(x, y); \
real(XKIND), intent(in) :: x, y; \
end function ieee_max_mag_a##XKIND;
interface ieee_max_mag
SPECIFICS_R(IEEE_MAX_MAG_R)
end interface ieee_max_mag
public :: ieee_max_mag
#undef IEEE_MAX_MAG_R
#define IEEE_MAX_NUM_R(XKIND) \
elemental real(XKIND) function ieee_max_num_a##XKIND(x, y); \
real(XKIND), intent(in) :: x, y; \
end function ieee_max_num_a##XKIND;
interface ieee_max_num
SPECIFICS_R(IEEE_MAX_NUM_R)
end interface ieee_max_num
public :: ieee_max_num
#undef IEEE_MAX_NUM_R
#define IEEE_MAX_NUM_MAG_R(XKIND) \
elemental real(XKIND) function ieee_max_num_mag_a##XKIND(x, y); \
real(XKIND), intent(in) :: x, y; \
end function ieee_max_num_mag_a##XKIND;
interface ieee_max_num_mag
SPECIFICS_R(IEEE_MAX_NUM_MAG_R)
end interface ieee_max_num_mag
public :: ieee_max_num_mag
#undef IEEE_MAX_NUM_MAG_R
#define IEEE_MIN_R(XKIND) \
elemental real(XKIND) function ieee_min_a##XKIND(x, y); \
real(XKIND), intent(in) :: x, y; \
end function ieee_min_a##XKIND;
interface ieee_min
SPECIFICS_R(IEEE_MIN_R)
end interface ieee_min
public :: ieee_min
#undef IEEE_MIN_R
#define IEEE_MIN_MAG_R(XKIND) \
elemental real(XKIND) function ieee_min_mag_a##XKIND(x, y); \
real(XKIND), intent(in) :: x, y; \
end function ieee_min_mag_a##XKIND;
interface ieee_min_mag
SPECIFICS_R(IEEE_MIN_MAG_R)
end interface ieee_min_mag
public :: ieee_min_mag
#undef IEEE_MIN_MAG_R
#define IEEE_MIN_NUM_R(XKIND) \
elemental real(XKIND) function ieee_min_num_a##XKIND(x, y); \
real(XKIND), intent(in) :: x, y; \
end function ieee_min_num_a##XKIND;
interface ieee_min_num
SPECIFICS_R(IEEE_MIN_NUM_R)
end interface ieee_min_num
public :: ieee_min_num
#undef IEEE_MIN_NUM_R
#define IEEE_MIN_NUM_MAG_R(XKIND) \
elemental real(XKIND) function ieee_min_num_mag_a##XKIND(x, y); \
real(XKIND), intent(in) :: x, y; \
end function ieee_min_num_mag_a##XKIND;
interface ieee_min_num_mag
SPECIFICS_R(IEEE_MIN_NUM_MAG_R)
end interface ieee_min_num_mag
public ::ieee_min_num_mag
#undef IEEE_MIN_NUM_MAG_R
#define IEEE_QUIET_EQ_R(AKIND) \
elemental logical function ieee_quiet_eq_a##AKIND(a, b); \
real(AKIND), intent(in) :: a, b; \
end function ieee_quiet_eq_a##AKIND;
interface ieee_quiet_eq
SPECIFICS_R(IEEE_QUIET_EQ_R)
end interface ieee_quiet_eq
public :: ieee_quiet_eq
#undef IEEE_QUIET_EQ_R
#define IEEE_QUIET_GE_R(AKIND) \
elemental logical function ieee_quiet_ge_a##AKIND(a, b); \
real(AKIND), intent(in) :: a, b; \
end function ieee_quiet_ge_a##AKIND;
interface ieee_quiet_ge
SPECIFICS_R(IEEE_QUIET_GE_R)
end interface ieee_quiet_ge
public :: ieee_quiet_ge
#undef IEEE_QUIET_GE_R
#define IEEE_QUIET_GT_R(AKIND) \
elemental logical function ieee_quiet_gt_a##AKIND(a, b); \
real(AKIND), intent(in) :: a, b; \
end function ieee_quiet_gt_a##AKIND;
interface ieee_quiet_gt
SPECIFICS_R(IEEE_QUIET_GT_R)
end interface ieee_quiet_gt
public :: ieee_quiet_gt
#undef IEEE_QUIET_GT_R
#define IEEE_QUIET_LE_R(AKIND) \
elemental logical function ieee_quiet_le_a##AKIND(a, b); \
real(AKIND), intent(in) :: a, b; \
end function ieee_quiet_le_a##AKIND;
interface ieee_quiet_le
SPECIFICS_R(IEEE_QUIET_LE_R)
end interface ieee_quiet_le
public :: ieee_quiet_le
#undef IEEE_QUIET_LE_R
#define IEEE_QUIET_LT_R(AKIND) \
elemental logical function ieee_quiet_lt_a##AKIND(a, b); \
real(AKIND), intent(in) :: a, b; \
end function ieee_quiet_lt_a##AKIND;
interface ieee_quiet_lt
SPECIFICS_R(IEEE_QUIET_LT_R)
end interface ieee_quiet_lt
public :: ieee_quiet_lt
#undef IEEE_QUIET_LT_R
#define IEEE_QUIET_NE_R(AKIND) \
elemental logical function ieee_quiet_ne_a##AKIND(a, b); \
real(AKIND), intent(in) :: a, b; \
end function ieee_quiet_ne_a##AKIND;
interface ieee_quiet_ne
SPECIFICS_R(IEEE_QUIET_NE_R)
end interface ieee_quiet_ne
public :: ieee_quiet_ne
#undef IEEE_QUIET_NE_R
! When kind argument is present, kind(result) is value(kind), not kind(kind).
! That is not known here, so return real(16).
#define IEEE_REAL_I(AKIND) \
elemental real function ieee_real_i##AKIND(a); \
integer(AKIND), intent(in) :: a; \
end function ieee_real_i##AKIND;
#define IEEE_REAL_R(AKIND) \
elemental real function ieee_real_a##AKIND(a); \
real(AKIND), intent(in) :: a; \
end function ieee_real_a##AKIND;
#define IEEE_REAL_II(AKIND, KKIND) \
elemental real(16) function ieee_real_i##AKIND##_i##KKIND(a, kind); \
integer(AKIND), intent(in) :: a; \
integer(KKIND), intent(in) :: kind; \
end function ieee_real_i##AKIND##_i##KKIND;
#define IEEE_REAL_RI(AKIND, KKIND) \
elemental real(16) function ieee_real_a##AKIND##_i##KKIND(a, kind); \
real(AKIND), intent(in) :: a; \
integer(KKIND), intent(in) :: kind; \
end function ieee_real_a##AKIND##_i##KKIND;
interface ieee_real
SPECIFICS_I(IEEE_REAL_I)
SPECIFICS_R(IEEE_REAL_R)
#if FLANG_SUPPORT_R16
SPECIFICS_II(IEEE_REAL_II)
SPECIFICS_RI(IEEE_REAL_RI)
#endif
end interface ieee_real
public :: ieee_real
#undef IEEE_REAL_I
#undef IEEE_REAL_R
#undef IEEE_REAL_II
#undef IEEE_REAL_RI
#define IEEE_REM_RR(XKIND, YKIND) \
elemental real(XKIND) function ieee_rem_a##XKIND##_a##YKIND(x, y); \
real(XKIND), intent(in) :: x; \
real(YKIND), intent(in) :: y; \
end function ieee_rem_a##XKIND##_a##YKIND;
interface ieee_rem
SPECIFICS_RR(IEEE_REM_RR)
end interface ieee_rem
public :: ieee_rem
#undef IEEE_REM_RR
#define IEEE_RINT_R(XKIND) \
elemental real(XKIND) function ieee_rint_a##XKIND(x, round); \
import ieee_round_type; \
real(XKIND), intent(in) :: x; \
type(ieee_round_type), optional, intent(in) :: round; \
end function ieee_rint_a##XKIND;
interface ieee_rint
SPECIFICS_R(IEEE_RINT_R)
end interface ieee_rint
public :: ieee_rint
#undef IEEE_RINT_R
#define IEEE_SET_ROUNDING_MODE_I(RKIND) \
subroutine ieee_set_rounding_mode_i##RKIND(round_value, radix); \
import ieee_round_type; \
type(ieee_round_type), intent(in) :: round_value; \
integer(RKIND), intent(in) :: radix; \
end subroutine ieee_set_rounding_mode_i##RKIND;
interface ieee_set_rounding_mode
subroutine ieee_set_rounding_mode_0(round_value)
import ieee_round_type
type(ieee_round_type), intent(in) :: round_value
end subroutine ieee_set_rounding_mode_0
SPECIFICS_I(IEEE_SET_ROUNDING_MODE_I)
end interface ieee_set_rounding_mode
public :: ieee_set_rounding_mode
#undef IEEE_SET_ROUNDING_MODE_I
#define IEEE_SET_UNDERFLOW_MODE_L(GKIND) \
subroutine ieee_set_underflow_mode_l##GKIND(gradual); \
logical(GKIND), intent(in) :: gradual; \
end subroutine ieee_set_underflow_mode_l##GKIND;
interface ieee_set_underflow_mode
SPECIFICS_L(IEEE_SET_UNDERFLOW_MODE_L)
end interface ieee_set_underflow_mode
public :: ieee_set_underflow_mode
#undef IEEE_SET_UNDERFLOW_MODE_L
#define IEEE_SIGNALING_EQ_R(AKIND) \
elemental logical function ieee_signaling_eq_a##AKIND(a, b); \
real(AKIND), intent(in) :: a, b; \
end function ieee_signaling_eq_a##AKIND;
interface ieee_signaling_eq
SPECIFICS_R(IEEE_SIGNALING_EQ_R)
end interface ieee_signaling_eq
public :: ieee_signaling_eq
#undef IEEE_SIGNALING_EQ_R
#define IEEE_SIGNALING_GE_R(AKIND) \
elemental logical function ieee_signaling_ge_a##AKIND(a, b); \
real(AKIND), intent(in) :: a, b; \
end function ieee_signaling_ge_a##AKIND;
interface ieee_signaling_ge
SPECIFICS_R(IEEE_SIGNALING_GE_R)
end interface ieee_signaling_ge
public :: ieee_signaling_ge
#undef IEEE_SIGNALING_GE_R
#define IEEE_SIGNALING_GT_R(AKIND) \
elemental logical function ieee_signaling_gt_a##AKIND(a, b); \
real(AKIND), intent(in) :: a, b; \
end function ieee_signaling_gt_a##AKIND;
interface ieee_signaling_gt
SPECIFICS_R(IEEE_SIGNALING_GT_R)
end interface ieee_signaling_gt
public :: ieee_signaling_gt
#undef IEEE_SIGNALING_GT_R
#define IEEE_SIGNALING_LE_R(AKIND) \
elemental logical function ieee_signaling_le_a##AKIND(a, b); \
real(AKIND), intent(in) :: a, b; \
end function ieee_signaling_le_a##AKIND;
interface ieee_signaling_le
SPECIFICS_R(IEEE_SIGNALING_LE_R)
end interface ieee_signaling_le
public :: ieee_signaling_le
#undef IEEE_SIGNALING_LE_R
#define IEEE_SIGNALING_LT_R(AKIND) \
elemental logical function ieee_signaling_lt_a##AKIND(a, b); \
real(AKIND), intent(in) :: a, b; \
end function ieee_signaling_lt_a##AKIND;
interface ieee_signaling_lt
SPECIFICS_R(IEEE_SIGNALING_LT_R)
end interface ieee_signaling_lt
public :: ieee_signaling_lt
#undef IEEE_SIGNALING_LT_R
#define IEEE_SIGNALING_NE_R(AKIND) \
elemental logical function ieee_signaling_ne_a##AKIND(a, b); \
real(AKIND), intent(in) :: a, b; \
end function ieee_signaling_ne_a##AKIND;
interface ieee_signaling_ne
SPECIFICS_R(IEEE_SIGNALING_NE_R)
end interface ieee_signaling_ne
public :: ieee_signaling_ne
#undef IEEE_SIGNALING_NE_R
#define IEEE_SIGNBIT_R(XKIND) \
elemental logical function ieee_signbit_a##XKIND(x); \
real(XKIND), intent(in) :: x; \
end function ieee_signbit_a##XKIND;
interface ieee_signbit
SPECIFICS_R(IEEE_SIGNBIT_R)
end interface ieee_signbit
public :: ieee_signbit
#undef IEEE_SIGNBIT_R
#define IEEE_UNORDERED_RR(XKIND, YKIND) \
elemental logical function ieee_unordered_a##XKIND##_a##YKIND(x, y); \
real(XKIND), intent(in) :: x; \
real(YKIND), intent(in) :: y; \
end function ieee_unordered_a##XKIND##_a##YKIND;
interface ieee_unordered
SPECIFICS_RR(IEEE_UNORDERED_RR)
end interface ieee_unordered
public :: ieee_unordered
#undef IEEE_UNORDERED_RR
#define IEEE_VALUE_R(XKIND) \
elemental real(XKIND) function ieee_value_a##XKIND(x, class); \
import ieee_class_type; \
real(XKIND), intent(in) :: x; \
type(ieee_class_type), intent(in) :: class; \
end function ieee_value_a##XKIND;
interface ieee_value
SPECIFICS_R(IEEE_VALUE_R)
end interface ieee_value
public :: ieee_value
#undef IEEE_VALUE_R
end module ieee_arithmetic