I'm currently building a server in haskell and as a newbie to the language, I'd like to try a new approach zu Monad composition. The idea is that we can write library methods like
isGetRequest :: (SupportsRequests m r) => m Bool
isGetRequest = do
method <- liftRequests $ requestMethod
return $ method == GET
class (Monad m, RequestSupport r) => SupportsRequests m r | m -> r where
liftRequests :: r a -> m a
class (Monad r) => RequestSupport r where
requestMethod :: r Method
which work without knowing the underlying monad. Of course in this example, it would have been sufficient to make isGetRequest operate directly on the (RequestSupport r) monad but the idea is that my library might also have more than one constraint on the monad. Yet, I do not want to implement all of those different concerns in the same module nor spread them across different modules (orphan instances!).
That's why the m monad only implements the Supports*
classes, delegating the real concerns to other monads.
The above code should work perfectly (with some language extensions to GHC). Unfortunately, I got some problems with the CRUD (Create Read Update Delete) concern:
class (Monad m, CRUDSupport c a) => SupportsCRUD m c a | m a -> c where
liftCRUD :: c x -> m x
class (Monad c) => CRUDSupport c a | c -> a where
list :: c [a] -- List all entities of type a
No I get an error:
Could not deduce (SupportsCRUD m c a0) from the context [...]
The type variable 'a0' is ambiguous [...]
To defer the ambiguity check to use sites, enable AllowAmbiguousTypes
When checking the class method: liftCRUD [...]
Seems like the type checker doesn't like that the a
parameter does not directly arise in the signature of liftCRUD. That's understandable because a
cannot be derived from the functional dependencies.
The type checker in my brain tells me that it should not be a problem to infer the type a
later on, using AllowAmbiguousTypes, when some method regarding CRUD is executed in a library method. Unfortunately, GHC seems unable to do this inference step, for example
bookAvailable :: (SupportsCRUD m c Book) => m Bool
bookAvailable = do
books <- liftCRUD (list :: c [Book]) -- I use ScopedTypeVariables
case books of
[] -> return False
_ -> return True
yields
Could not deduce (SupportsCRUD m c0 a1) arising from a use of 'liftCRUD' [...]
The type variables c0, a1 are ambiguous [...]
It seems that I am still unable to reason about the compiler. I there a way to resolve this problem? Or at least a way to understand what the compiler is able to infer?
Best Regards, bloxx