Revamp documentation for _Complex types extension
While cleaning up the bug database, I noticed there was a request to improve the documentation of the _Complex type extensions. So I rewrote part of the documentation to make things clearer on __real/__imag and even added documentation about casts between the scalar and the complex type. I moved the documentation of __builtin_complex under this section too because it makes more sense than having it in the other built-in section and reference it. OK? Built make info and make html and checked out the results to make sure the tables look decent. gcc/ChangeLog: PR c/33193 * doc/extend.texi: Extend the documentation about Complex types for casting and also rewrite the __real__/__imag__ expression portion to use tables. Move __builtin_complex to the Complex type section.
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@ -986,22 +986,57 @@ The ISO C++14 library also defines the @samp{i} suffix, so C++14 code
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that includes the @samp{<complex>} header cannot use @samp{i} for the
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GNU extension. The @samp{j} suffix still has the GNU meaning.
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GCC can handle both implicit and explicit casts between the @code{_Complex}
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types and other @code{_Complex} types as casting both the real and imaginary
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parts to the scalar type.
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GCC can handle implicit and explicit casts from a scalar type to a @code{_Complex}
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type and where the imaginary part will be considered zero.
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The C front-end can handle implicit and explicit casts from a @code{_Complex} type
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to a scalar type where the imaginary part will be ignored. In C++ code, this cast
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is considered illformed and G++ will error out.
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GCC provides a built-in function @code{__builtin_complex} will can be used to
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construct a complex value.
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@cindex @code{__real__} keyword
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@cindex @code{__imag__} keyword
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To extract the real part of a complex-valued expression @var{exp}, write
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@code{__real__ @var{exp}}. Likewise, use @code{__imag__} to
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extract the imaginary part. This is a GNU extension; for values of
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floating type, you should use the ISO C99 functions @code{crealf},
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@code{creal}, @code{creall}, @code{cimagf}, @code{cimag} and
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@code{cimagl}, declared in @code{<complex.h>} and also provided as
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GCC has a few extensions which can be used to extract the real
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and the imaginary part of the complex-valued expression. Note
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these expressions are lvalues if the @var{exp} is an lvalue.
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These expressions operands have the type of a complex type
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which might get prompoted to a complex type from a scalar type.
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E.g. @code{__real__ (int)@var{x}} is the same as casting to
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@code{_Complex int} before @code{__real__} is done.
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@multitable @columnfractions .4 .6
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@headitem Expression @tab Description
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@item @code{__real__ @var{exp}}
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@tab Extract the real part of @var{exp}.
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@item @code{__imag__ @var{exp}}
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@tab Extract the imaginary part of @var{exp}.
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@end multitable
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For values of floating point, you should use the ISO C99
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functions, declared in @code{<complex.h>} and also provided as
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built-in functions by GCC@.
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@multitable @columnfractions .4 .2 .2 .2
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@headitem Expression @tab float @tab double @tab long double
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@item @code{__real__ @var{exp}}
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@tab @code{crealf} @tab @code{creal} @tab @code{creall}
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@item @code{__imag__ @var{exp}}
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@tab @code{cimagf} @tab @code{cimag} @tab @code{cimagl}
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@end multitable
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@cindex complex conjugation
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The operator @samp{~} performs complex conjugation when used on a value
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with a complex type. This is a GNU extension; for values of
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floating type, you should use the ISO C99 functions @code{conjf},
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@code{conj} and @code{conjl}, declared in @code{<complex.h>} and also
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provided as built-in functions by GCC@.
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provided as built-in functions by GCC@. Note unlike the @code{__real__}
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and @code{__imag__} operators, this operator will not do an implicit cast
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to the complex type because the @samp{~} is already a normal operator.
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GCC can allocate complex automatic variables in a noncontiguous
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fashion; it's even possible for the real part to be in a register while
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@ -1013,6 +1048,18 @@ If the variable's actual name is @code{foo}, the two fictitious
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variables are named @code{foo$real} and @code{foo$imag}. You can
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examine and set these two fictitious variables with your debugger.
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@deftypefn {Built-in Function} @var{type} __builtin_complex (@var{real}, @var{imag})
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The built-in function @code{__builtin_complex} is provided for use in
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implementing the ISO C11 macros @code{CMPLXF}, @code{CMPLX} and
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@code{CMPLXL}. @var{real} and @var{imag} must have the same type, a
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real binary floating-point type, and the result has the corresponding
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complex type with real and imaginary parts @var{real} and @var{imag}.
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Unlike @samp{@var{real} + I * @var{imag}}, this works even when
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infinities, NaNs and negative zeros are involved.
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@end deftypefn
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@node Floating Types
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@section Additional Floating Types
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@cindex additional floating types
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@ -13834,18 +13881,6 @@ an error if there is no such function.
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@end deftypefn
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@deftypefn {Built-in Function} @var{type} __builtin_complex (@var{real}, @var{imag})
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The built-in function @code{__builtin_complex} is provided for use in
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implementing the ISO C11 macros @code{CMPLXF}, @code{CMPLX} and
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@code{CMPLXL}. @var{real} and @var{imag} must have the same type, a
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real binary floating-point type, and the result has the corresponding
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complex type with real and imaginary parts @var{real} and @var{imag}.
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Unlike @samp{@var{real} + I * @var{imag}}, this works even when
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infinities, NaNs and negative zeros are involved.
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@end deftypefn
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@deftypefn {Built-in Function} int __builtin_constant_p (@var{exp})
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You can use the built-in function @code{__builtin_constant_p} to
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determine if a value is known to be constant at compile time and hence
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