|Version 4 (modified by chak, 8 years ago) (diff)|
Closure conversion without a conversion class
The following scheme - if Roman doesn't find any problems with it (he is notorious for that) - should be simpler than what we had in mind so far for mixing converted and unconverted code.
If a type declaration for constructor T occurs in a converted module, we (1) generate a converted type declaration T_CC together two conversion functions fr_T and to_T, and (2) store these three names in the representation of T. Concerning Point (2), more precisely the alternatives of TyCon.TyCon get a new field tyConCC :: Maybe (TyCon, Id, Id). This field is Nothing for data constructors for which we have no conversion and Just (T_CC, fr_T, to_T) if we have a conversion.
Incidentally, if during conversion we come across a type declaration that we don't know how to convert (as it uses fancy extensions), we just don't generate a conversion.
Note that basic types, such as Int and friends, would have tyConCC set to Nothing, which is exactly what we want.
If we come across a class declaration for a class C during conversion, we convert it generating C_CC. Like with type constructors, Class.Class gets a classCC :: Maybe Class field that is Just C_CC for classes that have a conversion. We also ensure that the classTyCon of C, let's call it T_C, refers to T_C_CC and fr_T_C and to_T_C in its tyConCC field, and that the classTyCon of C_CC is T_C_CC.
If we encounter an instance declaration for C tau during conversion, there are two alternatives: we have a conversion for C or not:
- if we do not have a conversion, we generate an instance (and hence dfun) for C tau^, where tau^ is the closure converted tau;
- if we have a conversion, we generate an instance for C_CC tau^.
In any case, we add a field is_CC :: Just Instance to InstEnv.Instance that contains the additionally generated instance. And in both cases, we should be able to derive the required code for the dfun from the definition of C tau. We also make sure that the dfun's idCC field (see below) is set to that of the converted dfun.
We determine the converted type t^ of t as follows:
T^ = T_CC , if available T , otherwise a^ = a (t1 t2)^ = t1^ t2^ (t1 -> t2)^ = Clo t1 t2 (forall a.t)^ = forall a.t^ (C t1 => t2)^ = C_CC t1^ => t2^ , if available C t1^ => t2^ , otherwise
When converting a toplevel binding for f :: t, we generate f_CC :: t^. The alternatives GlobalId and LocalId of Var.Var get a new field idCC :: Maybe Id and the Id for f contains Just f_CC in that field.
Apart from the standard rules, we need to handle the following special cases:
- We come across a value variable v where idCC v == Nothing whose type is t: we generate convert t v (see below).
- We come across a case expression where the scrutinised type T has tyConCC T == Nothing: we leave the case expression as is (i.e., unconverted), but make sure that the idCC field of all variables bound by patterns in the alternatives have their idCC field as Nothing. (This implies that the previous case will kick in and convert the (unconverted) values obtained after decomposition.)
- We come across a dfun: If its idCC field is Nothing, we keep the selection as is, but apply convert t e from it it, where t is the type of the selected method and e the selection expression. If idCC is Just d_CC, and the dfun's class is converted, d_CC is fully converted. If it's class is not converted, we also keep the selection unconverted, but have a bit less to do in convert t e. TODO This needs to be fully worked out.
Whenever we had convert t e above, where t is an unconverted type and e a converted expression, we need to generate some conversion code. This works roughly as follows in a type directed manner:
convert T = id , if tyConCC T == Nothing = to_T , otherwise convert a = id convert (t1 t2) = convert t1 (convert t2) convert (t1 -> t2) = createClosure using (trevnoc t1) and (convert t2) on argument and result resp.
where trevnoc is the same as convert, but using from_T instead of to_T.
The idea is that conversions for parametrised types are parametrised over conversions of their parameter types. Wherever we call a function using parametrised types, we will know these type parameters (and hence can use convert) to compute their conversions. This fits well, because it is at occurences of Ids that have idCC == Nothing where we have to perform conversion.
The only remaining problem is that a type parameter to a function may itself be a type parameter got from a calling function; so similar to classes, we need to pass conversion functions with every type parameter. So, maybe we want to stick fr and to into a class after all and requires that all functions used in converted contexts have the appropriate contexts in their signatures.