forked from Imagelibrary/binutils-gdb
This commit is the result of running the gdb/copyright.py script, which automated the update of the copyright year range for all source files managed by the GDB project to be updated to include year 2023.
121 lines
3.8 KiB
Plaintext
121 lines
3.8 KiB
Plaintext
# Copyright 2019-2023 Free Software Foundation, Inc.
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# This program is free software; you can redistribute it and/or modify
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# it under the terms of the GNU General Public License as published by
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# the Free Software Foundation; either version 3 of the License, or
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# (at your option) any later version.
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#
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# This program is distributed in the hope that it will be useful,
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# but WITHOUT ANY WARRANTY; without even the implied warranty of
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# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
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# GNU General Public License for more details.
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#
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# You should have received a copy of the GNU General Public License
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# along with this program. If not, see <http://www.gnu.org/licenses/>.
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standard_testfile
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if {[prepare_for_testing "failed to prepare" $testfile $srcfile debug]} {
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return -1
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}
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if {![runto_main]} {
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return 0
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}
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gdb_breakpoint [gdb_get_line_number "Break Here"]
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gdb_continue_to_breakpoint "breakpt" ".* Break Here\\. .*"
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gdb_test "p z1" " = 1.5 \\+ 4.5i"
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gdb_test "p z2" " = 2.5 \\+ -5.5i"
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gdb_test "p z3" " = 3.5 \\+ 6.5i"
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# The following 3 tests are broken for Clang.
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# More info at https://github.com/llvm/llvm-project/issues/52996.
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if {[test_compiler_info clang-*-*]} { setup_xfail *-*-* }
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gdb_test "ptype z1" " = complex double"
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if {[test_compiler_info clang-*-*]} { setup_xfail *-*-* }
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gdb_test "ptype z2" " = complex float"
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if {[test_compiler_info clang-*-*]} { setup_xfail *-*-* }
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gdb_test "ptype z3" " = complex long double"
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with_test_prefix "double imaginary" {
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gdb_test "p \$_cimag (z1)" " = 4.5"
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gdb_test "ptype \$" " = double"
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}
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with_test_prefix "float imaginary" {
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gdb_test "p \$_cimag (z2)" " = -5.5"
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gdb_test "ptype \$" " = float"
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}
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with_test_prefix "long double imaginary" {
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gdb_test "p \$_cimag (z3)" " = 6.5"
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gdb_test "ptype \$" " = long double"
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}
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with_test_prefix "double real" {
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gdb_test "p \$_creal (z1)" " = 1.5"
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gdb_test "ptype \$" " = double"
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}
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with_test_prefix "float real" {
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gdb_test "p \$_creal (z2)" " = 2.5"
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gdb_test "ptype \$" " = float"
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}
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with_test_prefix "long double real" {
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gdb_test "p \$_creal (z3)" " = 3.5"
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gdb_test "ptype \$" " = long double"
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}
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gdb_test "p \$_cimag (d1)" "expected a complex number"
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gdb_test "p \$_cimag (f1)" "expected a complex number"
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gdb_test "p \$_cimag (i1)" "expected a complex number"
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gdb_test "p \$_creal (d1)" "expected a complex number"
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gdb_test "p \$_creal (f1)" "expected a complex number"
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gdb_test "p \$_creal (i1)" "expected a complex number"
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#
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# General complex number tests.
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#
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gdb_test "print 23 + 7i" " = 23 \\+ 7i"
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gdb_test "print 23.125f + 7i" " = 23.125 \\+ 7i"
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gdb_test "print 23 + 7.25fi" " = 23 \\+ 7.25i"
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gdb_test "print (23 + 7i) + (17 + 10i)" " = 40 \\+ 17i"
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gdb_test "print 23 + -7i" " = 23 \\+ -7i"
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gdb_test "print 23 - 7i" " = 23 \\+ -7i"
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gdb_test "print -(23 + 7i)" " = -23 \\+ -7i"
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gdb_test "print +(23 + 7i)" " = 23 \\+ 7i"
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gdb_test "print ~(23 + 7i)" " = 23 \\+ -7i"
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gdb_test "print (5 + 5i) * (2 + 2i)" " = 0 \\+ 20i"
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gdb_test "print (5 + 7i) == (5 + 7i)" " = 1"
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gdb_test "print (5 + 7i) == (8 + 7i)" " = 0"
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gdb_test "print (5 + 7i) == (5 + 92i)" " = 0"
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gdb_test "print (5 + 7i) != (5 + 7i)" " = 0"
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gdb_test "print (5 + 7i) != (8 + 7i)" " = 1"
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gdb_test "print (5 + 7i) != (5 + 92i)" " = 1"
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gdb_test "print (20 - 4i) / (3 + 2i)" " = 4 \\+ -4i"
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gdb_test "print (_Complex int) 4" " = 4 \\+ 0i"
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gdb_test "print (_Complex float) 4.5" " = 4.5 \\+ 0i"
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gdb_test "ptype __complex__ short" " = _Complex short"
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gdb_test "print (_Complex int) (23.75 + 8.88i)" " = 23 \\+ 8i"
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set re_reject_arg "Argument to complex arithmetic operation not supported\\."
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gdb_test "print (void *)0 + 5i" $re_reject_arg
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gdb_test "print (_Decimal32)0 + 5i" $re_reject_arg
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# Set language to c++. Avoid warning by not having current frame.
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clean_restart
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gdb_test_no_output "set language c++"
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# C++ type tests.
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gdb_test "print (bool)1 + 1i" " = 1 \\+ 1i"
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