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# Copyright © 2024 Intel Corporation
# SPDX-License-Identifier: MIT
import argparse
import sys
from math import pi
a = 'a'
b = 'b'
lower_fsign = [
# The true branch of the fcsel elides ±1*X, so the pattern must be
# conditioned for that using is_only_used_as_float (see
# nir_opt_algebraic.py). The false branch elides 0*x, so the pattern must
# also be conditioned for that using either nsz,nnan or nsz with
# is_finite.
#
# NOTE: fcsel opcodes are currently limited to float32 in NIR.
(('fmul@32(is_only_used_as_float)', ('fsign(is_used_once)', 'a(is_not_negative)'), b), ('fcsel_gt', a , b , ('fmul', b, 0.0 ))),
(('~fmul@32', ('fsign(is_used_once)', 'a(is_not_negative)'), b), ('fcsel_gt', a , b , 0.0 )),
(('fmul@32(is_only_used_as_float)', ('fsign(is_used_once)', 'a(is_not_positive)'), b), ('fcsel_gt', ('fneg', a), ('fneg', b), ('fmul', b, 0x80000000))),
(('~fmul@32', ('fsign(is_used_once)', 'a(is_not_positive)'), b), ('fcsel_gt', ('fneg', a), ('fneg', b), 0x80000000 )),
(('fmul@16(is_only_used_as_float)', ('fsign(is_used_once)', 'a(is_not_negative)'), b), ('bcsel', ('!flt', 0, a ), b , ('fmul', b, 0.0 ))),
(('~fmul@16', ('fsign(is_used_once)', 'a(is_not_negative)'), b), ('bcsel', ('!flt', 0, a ), b , 0.0 )),
(('fmul@16(is_only_used_as_float)', ('fsign(is_used_once)', 'a(is_not_positive)'), b), ('bcsel', ('!flt', 0, ('fneg', a)), ('fneg', b), ('fmul', b, 0x8000))),
(('~fmul@16', ('fsign(is_used_once)', 'a(is_not_positive)'), b), ('bcsel', ('!flt', 0, ('fneg', a)), ('fneg', b), 0x8000 )),
(('fmul@32(is_only_used_as_float,nsz)', ('fsign(is_used_once)', a), 'b(is_finite)'), ('fcsel_gt', a, b, ('fcsel_gt', ('fneg', a), ('fneg', b), 0.0))),
(('fmul@32(is_only_used_as_float,nsz,nnan)', ('fsign(is_used_once)', a), b ), ('fcsel_gt', a, b, ('fcsel_gt', ('fneg', a), ('fneg', b), 0.0))),
(('~fmul@32', ('fsign(is_used_once)', a), b ), ('fcsel_gt', a, b, ('fcsel_gt', ('fneg', a), ('fneg', b), 0.0))),
# This is 99.99% strictly correct for OpenCL. It will provide correctly
# signed zero for ±0 inputs, and it will provide zero for NaN inputs. The
# only slight deviation is that it can provide -0 for some NaN inputs.
(('fsign@32', a), ('fcsel_gt', ('fabs', a) , ('ior', ('iand', a, 0x80000000), 0x3f800000), ('iand', a, 0x80000000))),
(('fsign@16', a), ('bcsel', ('!flt', 0, ('fabs', a)), ('ior', ('iand', a, 0x8000 ), 0x3c00 ), ('iand', a, 0x8000 ))),
# The only effect a*0.0 should have is when 'a' is infinity, -0.0 or NaN
(('fmul(nsz,nnan)', 'a', 0.0), 0.0),
(('fmul(nsz)', 'a(is_finite)', 0.0), 0.0),
(('fmul(nsz,nnan)', 'a@32', 0x80000000), 0.0),
(('fmul(nsz,nnan)', 'a@16', 0x8000 ), 0.0),
]
def main():
parser = argparse.ArgumentParser()
parser.add_argument('-p', '--import-path', required=True)
args = parser.parse_args()
sys.path.insert(0, args.import_path)
run()
def run():
import nir_algebraic # pylint: disable=import-error
print('#include "brw_nir.h"')
print(nir_algebraic.AlgebraicPass("brw_nir_lower_fsign", lower_fsign).render())
if __name__ == '__main__':
main()