- This is designed to make it obvious that %clang_cc1 is a "test variable"
which is substituted. It is '%clang_cc1' instead of '%clang -cc1' because it
can be useful to redefine what gets run as 'clang -cc1' (for example, to set
a default target).
llvm-svn: 91446
specializations can be treated as a template. Finally, we can parse
and process the first implementation of Fibonacci I wrote!
Note that this code does not handle all of the cases where
injected-class-names can be treated as templates. In particular,
there's an ambiguity case that we should be able to handle (but
can't), e.g.,
template <class T> struct Base { };
template <class T> struct Derived : Base<int>, Base<char> {
typename Derived::Base b; // error: ambiguous
typename Derived::Base<double> d; // OK
};
llvm-svn: 67720
templates, including in-class initializers. For example:
template<typename T, T Divisor>
class X {
public:
static const T value = 10 / Divisor;
};
instantiated with, e.g.,
X<int, 5>::value
to get the value '2'.
llvm-svn: 67715
dependent qualified-ids such as
Fibonacci<N - 1>::value
where N is a template parameter. These references are "unresolved"
because the name is dependent and, therefore, cannot be resolved to a
declaration node (as we would do for a DeclRefExpr or
QualifiedDeclRefExpr). UnresolvedDeclRefExprs instantiate to
DeclRefExprs, QualifiedDeclRefExprs, etc.
Also, be a bit more careful about keeping only a single set of
specializations for a class template, and instantiating from the
definition of that template rather than a previous declaration. In
general, we need a better solution for this for all TagDecls, because
it's too easy to accidentally look at a declaration that isn't the
definition.
We can now process a simple Fibonacci computation described as a
template metaprogram.
llvm-svn: 67308
Daniel Dunbar