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git-svn-id: file:///srv/svn/repos/haiku/buildtools/trunk@42242 a95241bf-73f2-0310-859d-f6bbb57e9c96
118 lines
5.7 KiB
Plaintext
118 lines
5.7 KiB
Plaintext
# Data file for mpc_add.
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#
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# Copyright (C) INRIA, 2008
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#
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# This file is part of the MPC Library.
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#
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# The MPC Library is free software; you can redistribute it and/or modify
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# it under the terms of the GNU Lesser General Public License as published by
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# the Free Software Foundation; either version 2.1 of the License, or (at your
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# option) any later version.
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#
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# The MPC Library is distributed in the hope that it will be useful, but
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# WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY
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# or FITNESS FOR A PARTICULAR PURPOSE. See the GNU Lesser General Public
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# License for more details.
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#
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# You should have received a copy of the GNU Lesser General Public License
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# along with the MPC Library; see the file COPYING.LIB. If not, write to
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# the Free Software Foundation, Inc., 59 Temple Place - Suite 330, Boston,
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# MA 02111-1307, USA.
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#
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# The line format respects the parameter order in function prototype as
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# follow:
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#
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# INEX_RE INEX_IM PREC_ROP_RE ROP_RE PREC_ROP_IM ROP_IM PREC_OP1_RE OP1_RE PREC_OP1_IM OP1_IM PREC_OP2_RE OP2_RE PREC_OP2_IM OP2_IM RND_RE RND_IM
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#
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# where op1 = op1_re + i * op1_im, op2 = op2_re + i * op2_im, rop = rop_re + i * rop_im,
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# The data are read from the file and stored in variables op1, op2, rop using
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# rounding to nearest when needed, for instance: rop_re is ROP_RE rounded to
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# nearest to the precision of PREC_ROP_RE.
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# ROP_RE is checked against Re(op1 + op2) rounded to the precision PREC_ROP_RE
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# in the direction RND_RE
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# ROP_IM is checked against Im(op1 + op2) rounded to the precision PREC_ROP_IM
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# in the direction RND_IM
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# INEX_RE is the ternary value for the real part with the following notation:
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# "?" ternary value not checked
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# "+" if ROP_RE is greater than the exact mathematical result
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# "0" if ROP_RE is exactly the mathematical result
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# "-" if ROP_RE is less than the exact mathematical result
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# (m.m. INEX_IM)
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# rounding modes notation:
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# "N" is rounding to nearest
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# "Z" is rounding towards zero
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# "U" is rounding towards plus infinity
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# "D" is rounding towards minus infinity
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# Use prefixes "0b" for values in base two, "0x" for values in base sixteen,
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# no prefix for value in base ten.
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# In all bases, "nan" is NaN, "inf" is infinity;
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# The sign of the result is checked with "+inf", "-inf", "-0", or "+0".
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# special values (following ISO C99 standard)
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0 0 53 -inf 53 -inf 53 -inf 53 -inf 53 -inf 53 -inf N Z
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0 0 53 -inf 53 nan 53 -inf 53 +inf 53 +1 53 -inf Z U
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0 0 53 +inf 53 -inf 53 +inf 53 -inf 53 +inf 53 +0 U D
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0 0 53 +inf 53 +inf 53 +inf 53 +inf 53 -0 53 -1 D N
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0 0 53 -inf 53 -inf 53 -inf 53 -inf 53 -0 53 -1 N U
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0 0 53 nan 53 nan 53 -inf 53 +inf 53 +inf 53 nan Z D # check this is true in ISO C99
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0 0 53 nan 53 -inf 53 +inf 53 -inf 53 nan 53 -1 U N
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0 0 53 +inf 53 nan 53 +inf 53 +inf 53 -0 53 nan D Z
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0 0 53 nan 53 nan 53 -inf 53 -inf 53 nan 53 nan N D
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0 0 53 +inf 53 -inf 53 -1 53 -inf 53 +inf 53 -1 N D
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0 0 53 nan 53 +1 53 -inf 53 +1 53 +inf 53 -0 Z N
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0 0 53 +1 53 -inf 53 +1 53 -inf 53 -0 53 +1 U Z
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0 0 53 +inf 53 +1 53 +inf 53 +1 53 -0 53 -0 D U
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0 0 53 +inf 53 nan 53 -1 53 -inf 53 +inf 53 nan N N
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0 0 53 nan 53 +2 53 -inf 53 +1 53 nan 53 +1 Z Z
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0 0 53 +1 53 nan 53 +1 53 -inf 53 -0 53 nan U U # check this
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0 0 53 nan 53 nan 53 +inf 53 +1 53 nan 53 nan D D
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0 0 53 -0 53 nan 53 -0 53 -inf 53 +0 53 +inf D D
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0 0 53 -inf 53 +0 53 -inf 53 +0 53 +1 53 -0 N Z
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0 0 53 +0 53 -inf 53 +0 53 -inf 53 -0 53 -0 Z U
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0 0 53 nan 53 nan 53 +inf 53 +0 53 -inf 53 nan U D # check
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0 0 53 nan 53 -inf 53 -0 53 -inf 53 nan 53 -1 D N
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0 0 53 -inf 53 nan 53 -inf 53 +0 53 +0 53 nan N U
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0 0 53 nan 53 nan 53 +0 53 -inf 53 nan 53 nan Z D
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0 0 53 +0 53 -0 53 +0 53 +1 53 -0 53 -1 Z D
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0 0 53 -1 53 -0 53 -1 53 -0 53 +0 53 -0 U N
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0 0 53 nan 53 +inf 53 -0 53 +1 53 nan 53 +inf D Z
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0 0 53 +0 53 nan 53 +1 53 -0 53 -1 53 nan N D
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0 0 53 nan 53 +1 53 +0 53 +1 53 nan 53 -0 Z N
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0 0 53 nan 53 nan 53 -1 53 -0 53 nan 53 nan U Z
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0 0 53 +0 53 +0 53 -0 53 +0 53 +0 53 -0 U Z
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0 0 53 nan 53 -inf 53 +0 53 -0 53 nan 53 -inf D U
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0 0 53 -1 53 nan 53 +0 53 +0 53 -1 53 nan N N
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0 0 53 nan 53 -0 53 -0 53 -0 53 nan 53 -0 Z Z
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0 0 53 nan 53 nan 53 -0 53 +0 53 nan 53 nan U U
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0 0 53 nan 53 nan 53 nan 53 -inf 53 nan 53 +inf U U # check
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0 0 53 +inf 53 nan 53 +inf 53 nan 53 -1 53 nan D D
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0 0 53 nan 53 -inf 53 nan 53 -inf 53 nan 53 -0 N Z
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0 0 53 nan 53 nan 53 -inf 53 nan 53 nan 53 nan Z U # check
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0 0 53 nan 53 nan 53 +1 53 nan 53 nan 53 -1 Z U
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0 0 53 nan 53 nan 53 nan 53 +1 53 -0 53 nan U D
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0 0 53 nan 53 nan 53 -1 53 nan 53 nan 53 nan D N
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0 0 53 nan 53 nan 53 nan 53 +0 53 +0 53 nan D N
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0 0 53 nan 53 nan 53 +0 53 nan 53 nan 53 nan N U
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0 0 53 nan 53 nan 53 nan 53 nan 53 nan 53 nan N U
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# pure real argument
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+ 0 53 0x10000000000001p-52 53 -0 53 +1 53 -0 53 0x10000000000001p-105 53 -0 N N
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- 0 53 0x10000000000000p-52 53 -0 53 +1 53 -0 53 0x10000000000001p-105 53 -0 Z Z
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+ 0 53 0x10000000000001p-52 53 -0 53 +1 53 -0 53 0x10000000000001p-105 53 -0 U U
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- 0 53 0x10000000000000p-52 53 -0 53 +1 53 -0 53 0x10000000000001p-105 53 -0 D D
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# pure imaginary argument
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0 + 53 -0 53 0x10000000000001p-52 53 -0 53 0x10000000000001p-105 53 -0 53 +1 N N
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0 - 53 +0 53 0x10000000000000p-52 53 +0 53 0x10000000000001p-105 53 -0 53 +1 Z Z
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0 + 53 +0 53 0x10000000000001p-52 53 +0 53 0x10000000000001p-105 53 -0 53 +1 U U
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0 - 53 -0 53 0x10000000000000p-52 53 -0 53 0x10000000000001p-105 53 -0 53 +1 D D
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