Allowing free recursion in grammars is the key enabling feature,
which allows to accept arbitrary complex structures (like numeric expressions).
It is however also the element which makes the task of parsing a challenging endeavour;
after weighting the arguments, I decided ''not to place the focus on advanced usage,''
yet to open a pathway towards representation of such grammars.
Essentially, I consider it acceptable to require some additional work by the user,
if arbitrary recursive grammars are desired; because this design relies on explicitly
given parse functions, we need to introduce some kind of indirection interface,
to allow ''declaring'' a recursive rule first and later to ''supply the definition,''
which obviously then will involve other rules (or itself) recursively.
This leads to a very ''nifty approach'' towards recursion: we require the user
to provide an ''explicit model type'' beforehand, which implies that this is a
simple type, that can be spelled out (no λ) — and so the user is also
''forced to augment the actual rule with a model-binding,'' thereby reducing
the structured return types from the parse into something simple and uniform.
The user ''has to do the hard work,'' but can ''exploit additional knowledge''
related to the specific use case.
All this framework needs to do then is to supply a `std::function`, using the
explicit return type given; everything else will still work as implemented,
since a `std::function` can always stand-in for any arbitrary λ.
Ichthyostega
860e2fa226