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Test results for 3.4.0 20040225 (prerelease) on i686-pc-linux-gnu
- From: Chris Douty <Chris_Douty at ampex dot com>
- To: gcc-testresults at gcc dot gnu dot org
- Date: Thu, 26 Feb 2004 14:06:24 -0800
- Subject: Test results for 3.4.0 20040225 (prerelease) on i686-pc-linux-gnu
This is 3.4.0 20040225 (prerelease) updated at Feb 25 10:50 PST.
I bootstrapped on Redhat 9 with the default compiler and configured
like this:
--prefix=/opt/test/gcc-3.4 --enable-languages=c,ada
--enable-__cxa-atexit
Thread model: posix
gcc version 3.4.0 20040225 (prerelease)
ACATS run with the normal options (no optimization) produced this:
=== acats Summary ===
# of expected passes 2322
# of unexpected failures 0
ACATS testsuite run with gccoptions='-O2' rather than the default -O0.
=== acats tests ===
FAIL: c24211a
FAIL: cxg2006
FAIL: cxg2007
FAIL: cxg2008
FAIL: cxg2018
FAIL: cxg2019
FAIL: cxg2020
FAIL: cxg2021
=== acats Summary ===
# of expected passes 2314
# of unexpected failures 8
*** FAILURES: c24211a cxg2006 cxg2007 cxg2008 cxg2018 cxg2019 cxg2020
cxg2021
Failure details:
,.,. C24211A ACATS 2.5 04-02-26 10:49:18
---- C24211A CHECK THAT LEGAL FORMS INVOLVING A DIGIT FOLLOWED BY A
COLON ARE CORRECTLY ANALYZED USING A TWO CHARACTER
LOOK-AHEAD.
raised CONSTRAINT_ERROR : c24211a.adb:60 range check failed
,.,. CXG2006 ACATS 2.5 04-02-26 11:43:55
---- CXG2006 Check the accuracy of the complex argument function.
* CXG2006 test 1 argument(z) actual: 1.57079632679489662E+00
expected: 0.00000000000000000E+00 difference:
1.57079632679489662E+00 mre: 4.33680868994201774E-19.
* CXG2006 test 1 argument(z, 360) actual: 9.00000000000000000E+01
expected: 0.00000000000000000E+00 difference:
9.00000000000000000E+01 mre: 4.33680868994201774E-19.
* CXG2006 test 4 argument(z) actual: 7.29797656768421676E-12
expected: 0.00000000000000000E+00 difference:
7.29797656768421676E-12 mre: 4.33680868994201774E-19.
* CXG2006 test 4 argument(z, 360) actual: 4.18143256313676181E-10
expected: 0.00000000000000000E+00 difference:
4.18143256313676181E-10 mre: 4.33680868994201774E-19.
* CXG2006 test 5 argument(z) actual: 4.90730999131390264E-4943
expected: 7.85398163397448310E-01 difference:
-7.85398163397448310E-01 mre: 5.42101086242752217E-19.
* CXG2006 test 5 argument(z, 360) actual: 2.81168151251328766E-4941
expected: 4.50000000000000000E+01 difference:
-4.50000000000000000E+01 mre: 2.43945488809238498E-17.
* CXG2006 test 6 argument(z) actual: 4.90730999131390264E-4943
expected: -7.85398163397448310E-01 difference:
7.85398163397448310E-01 mre: 5.42101086242752217E-19.
* CXG2006 test 6 argument(z, 360) actual: 2.81168151251328766E-4941
expected: -4.50000000000000000E+01 difference:
4.50000000000000000E+01 mre: 2.43945488809238498E-17.
* CXG2006 test 7 argument(z) actual: 3.14159265358979324E+00
expected: -2.35619449019234493E+00 difference:
5.49778714378213817E+00 mre: 1.27729559253245797E-18.
* CXG2006 test 7 argument(z, 360) actual: 1.80000000000000000E+02
expected: -1.35000000000000000E+02 difference:
3.15000000000000000E+02 mre: 7.31836466427715493E-17.
* CXG2006 test 8 argument(z) actual: 3.14159265358979324E+00
expected: 2.35619449019234493E+00 difference:
7.85398163397448310E-01 mre: 1.27729559253245797E-18.
* CXG2006 test 8 argument(z, 360) actual: 1.80000000000000000E+02
expected: 1.35000000000000000E+02 difference:
4.50000000000000000E+01 mre: 7.31836466427715493E-17.
* CXG2006 test 9 argument(z) actual: 2.83323673105096057E-4943
expected: 5.23598775598298873E-01 difference:
-5.23598775598298873E-01 mre: 5.96311194867027439E-19.
* CXG2006 test 9 argument(z, 360) actual: 1.62332507034998846E-4941
expected: 3.00000000000000000E+01 difference:
-3.00000000000000000E+01 mre: 1.78893358460108232E-17.
* CXG2006 test 10 argument(z) actual: 3.14159265358979324E+00
expected: 2.61799387799149437E+00 difference:
5.23598775598298873E-01 mre: 1.56113905753967085E-18.
* CXG2006 test 10 argument(z, 360) actual: 1.80000000000000000E+02
expected: 1.50000000000000000E+02 difference:
3.00000000000000000E+01 mre: 8.94466792300541158E-17.
* CXG2006 test 11 argument(z) actual: 2.83323673105096057E-4943
expected: -5.23598775598298873E-01 difference:
5.23598775598298873E-01 mre: 5.96311194867027439E-19.
* CXG2006 test 11 argument(z, 360) actual: 1.62332507034998846E-4941
expected: -3.00000000000000000E+01 difference:
3.00000000000000000E+01 mre: 1.78893358460108232E-17.
* CXG2006 test 12 argument(z) actual: 3.14159265358979324E+00
expected: -2.61799387799149437E+00 difference:
5.75958653158128760E+00 mre: 1.56113905753967085E-18.
* CXG2006 test 12 argument(z, 360) actual: 1.80000000000000000E+02
expected: -1.50000000000000000E+02 difference:
3.30000000000000000E+02 mre: 8.94466792300541158E-17.
* CXG2006 test 13 argument(z) actual: 7.29797656768421676E-12
expected: 7.85398163397448310E-01 difference:
-7.85398163390150333E-01 mre: 5.42101086242752217E-19.
* CXG2006 test 13 argument(z, 360) actual: 4.18143256313676181E-10
expected: 4.50000000000000000E+01 difference:
-4.49999999995818567E+01 mre: 2.43945488809238498E-17.
* CXG2006 test 15 argument(z) actual: 3.14159265358979324E+00
expected: -3.14159265358979324E+00 difference:
6.28318530717958648E+00 mre: 1.70306079004327729E-18.
* CXG2006 test 15 argument(z, 360) actual: 1.80000000000000000E+02
expected: -1.80000000000000000E+02 difference:
3.60000000000000000E+02 mre: 9.75781955236953991E-17.
* CXG2006 test 16 argument(z) actual: 4.90643856991381082E-4948
expected: 7.85398163397448310E-01 difference:
-7.85398163397448310E-01 mre: 5.42101086242752217E-19.
* CXG2006 test 16 argument(z, 360) actual: 2.81117787898776441E-4946
expected: 4.50000000000000000E+01 difference:
-4.50000000000000000E+01 mre: 2.43945488809238498E-17.
**** CXG2006 FAILED ****************************.
,.,. CXG2007 ACATS 2.5 04-02-26 11:43:57
---- CXG2007 Check the accuracy of the Compose_From_Polar function.
* CXG2007 test 5 compose_from_polar(m,d,360) imaginary part actual:
1.00000000000000000E+00 expected:
4.90673685659150476E-4943 difference:
1.00000000000000000E+00 max err:
4.78589993413988738E-19.
* CXG2007 test 6 compose_from_polar(m,d,360) imaginary part actual:
1.00000000000000000E+00 expected:
4.90673685659150476E-4943 difference:
1.00000000000000000E+00 max err:
4.78589993413988738E-19.
* CXG2007 test 7 compose_from_polar(m,d,360) imaginary part actual:
-1.00000000000000000E+00 expected:
4.90673685659150476E-4943 difference:
-1.00000000000000000E+00 max err:
4.78589993413988738E-19.
* CXG2007 test 8 compose_from_polar(m,d,360) imaginary part actual:
-1.00000000000000000E+00 expected:
4.90673685659150476E-4943 difference:
-1.00000000000000000E+00 max err:
4.78589993413988738E-19.
* CXG2007 test 9 compose_from_polar(m,d,360) imaginary part actual:
-1.00000000000000000E+00 expected:
4.90673685659150476E-4943 difference:
-1.00000000000000000E+00 max err:
4.78589993413988738E-19.
* CXG2007 test 10 compose_from_polar(m,d,360) imaginary part actual:
1.00000000000000000E+00 expected:
4.90673685659150476E-4943 difference:
1.00000000000000000E+00 max err:
4.78589993413988738E-19.
* CXG2007 test 11 compose_from_polar(m,d,360) imaginary part actual:
-1.00000000000000000E+00 expected:
4.90673685659150476E-4943 difference:
-1.00000000000000000E+00 max err:
4.78589993413988738E-19.
**** CXG2007 FAILED ****************************.
,.,. CXG2008 ACATS 2.5 04-02-26 11:44:01
---- CXG2008 Check the accuracy of the complex multiplication and
division operators.
* CXG2008 test 1b -- (big+big*i) * (0+0i) actual.im:
3.49245161436473328E-10 expected.im:
4.91204007513046398E-4943 difference.im
3.49245161436473328E-10 mre: 5.42101086242752217E-19.
* CXG2008 test 5 -- (sqrt2,sqrt2) * (sqrt2,sqrt2) actual.re:
-Inf******************* expected.re:
0.00000000000000000E+00 difference.re
-Inf******************* mre: 5.42101086242752217E-19.
* CXG2008 test 6 -- (sqrt3,-sqrt3) * (sqrt3,-sqrt3) actual.re:
-4.26778178809967249E+3585 expected.re:
0.00000000000000000E+00 difference.re
-4.26778178809967249E+3585 mre: 5.42101086242752217E-19.
**** CXG2008 FAILED ****************************.
,.,. CXG2018 ACATS 2.5 04-02-26 11:44:40
---- CXG2018 Check the accuracy of the complex EXP function.
raised CONSTRAINT_ERROR : s-imgrea.adb:561 explicit raise
,.,. CXG2019 ACATS 2.5 04-02-26 11:44:46
---- CXG2019 Check the accuracy of the complex LOG function.
* CXG2019 log(1+0i) imaginary part actual: 1.17419670650149634E-4941
expected: 0.00000000000000000E+00 difference:
1.17419670650149634E-4941 max err:
0.00000000000000000E+00.
* CXG2019 exception in Identity_Test for X=( 2.07999999821186066E+00,
2.07999999821186066E+00).
* CXG2019 exception in Identity_Test for X=( 1.01000000000000000E+03,
1.01000000000000000E+03).
* CXG2019 exception in Identity_Test for X=( 2.49999999869032763E-03,
2.49999999869032763E-03).
**** CXG2019 FAILED ****************************.
,.,. CXG2020 ACATS 2.5 04-02-26 11:44:53
---- CXG2020 Check the accuracy of the complex SQRT function.
* CXG2020 Constraint_Error raised in Identity_Test for X=(
9.99999999767169356E-02, 9.99999999767169356E-02).
* CXG2020 Identity_1_Test 1 1: Sqrt((-9.80000000000000000E+03,
0.00000000000000000E+00)) real part actual:
0.00000000000000000E+00 expected:
1.00000000000000000E+00 difference:
-1.00000000000000000E+00 max err:
9.21571846612678769E-19.
* CXG2020 Identity_1_Test 1 1: Sqrt((-9.80000000000000000E+03,
0.00000000000000000E+00)) imaginary part actual:
1.60465239130168806E+3237 expected:
0.00000000000000000E+00 difference:
1.60465239130168806E+3237 max err:
9.21571846612678769E-19.
**** CXG2020 FAILED ****************************.
,.,. CXG2021 ACATS 2.5 04-02-26 11:44:59
---- CXG2021 Check the accuracy of the complex SIN and COS functions.
* CXG2021 Constraint_Error raised in Identity_Test for Z=(
6.25000000000000000E-02, 1.61875000000000000E-01).
* CXG2021 Constraint_Error raised in Identity_Test for Z=(
1.60000000000000000E+01, 1.60100000000000000E+01).
**** CXG2021 FAILED ****************************.
--
Christopher Douty <Chris_Douty@ampexdata.com> +1-650-367-3129
Senior Engineer, Software & Systems - AMPEX Data Systems Corp.