Safe Haskell | None |
---|---|
Language | Haskell2010 |
Codes and interpretations
- type Rep a = SOP I (Code a)
- class All SListI (Code a) => Generic a where
- class HasDatatypeInfo a where
- type DatatypeInfoOf a :: DatatypeInfo
- type IsProductType a xs = (Generic a, Code a ~ '[xs])
- type IsEnumType a = (Generic a, All ((~) '[]) (Code a))
- type IsWrappedType a x = (Generic a, Code a ~ '['[x]])
- type IsNewtype a x = (IsWrappedType a x, Coercible a x)
Documentation
class All SListI (Code a) => Generic a where Source #
The class of representable datatypes.
The SOP approach to generic programming is based on viewing
datatypes as a representation (Rep
) built from the sum of
products of its components. The components of are datatype
are specified using the Code
type family.
The isomorphism between the original Haskell datatype and its
representation is witnessed by the methods of this class,
from
and to
. So for instances of this class, the following
laws should (in general) hold:
to
.
from
===id
:: a -> afrom
.
to
===id
::Rep
a ->Rep
a
You typically don't define instances of this class by hand, but rather derive the class instance automatically.
Option 1: Derive via the built-in GHC-generics. For this, you
need to use the DeriveGeneric
extension to first derive an
instance of the Generic
class from module GHC.Generics.
With this, you can then give an empty instance for Generic
, and
the default definitions will just work. The pattern looks as
follows:
import qualified GHC.Generics as GHC import Generics.SOP ... data T = ... deriving (GHC.Generic
, ...) instanceGeneric
T -- empty instanceHasDatatypeInfo
T -- empty, if you want/need metadata
Option 2: Derive via Template Haskell. For this, you need to
enable the TemplateHaskell
extension. You can then use
deriveGeneric
from module Generics.SOP.TH
to have the instance generated for you. The pattern looks as
follows:
import Generics.SOP import Generics.SOP.TH ... data T = ...deriveGeneric
''T -- derivesHasDatatypeInfo
as well
Tradeoffs: Whether to use Option 1 or 2 is mainly a matter of personal taste. The version based on Template Haskell probably has less run-time overhead.
Non-standard instances:
It is possible to give Generic
instances manually that deviate
from the standard scheme, as long as at least
to
.
from
===id
:: a -> a
still holds.
The code of a datatype.
This is a list of lists of its components. The outer list contains one element per constructor. The inner list contains one element per constructor argument (field).
Example: The datatype
data Tree = Leaf Int | Node Tree Tree
is supposed to have the following code:
type instance Code (Tree a) = '[ '[ Int ] , '[ Tree, Tree ] ]
Converts from a value to its structural representation.
from :: (GFrom a, Generic a, Rep a ~ SOP I (GCode a)) => a -> Rep a Source #
Converts from a value to its structural representation.
Converts from a structural representation back to the original value.
to :: (GTo a, Generic a, Rep a ~ SOP I (GCode a)) => Rep a -> a Source #
Converts from a structural representation back to the original value.
class HasDatatypeInfo a where Source #
A class of datatypes that have associated metadata.
It is possible to use the sum-of-products approach to generic programming without metadata. If you need metadata in a function, an additional constraint on this class is in order.
You typically don't define instances of this class by hand, but
rather derive the class instance automatically. See the documentation
of Generic
for the options.
type DatatypeInfoOf a :: DatatypeInfo Source #
Type-level datatype info
datatypeInfo :: proxy a -> DatatypeInfo (Code a) Source #
Term-level datatype info; by default, the term-level datatype info is produced from the type-level info.
datatypeInfo :: (GDatatypeInfo a, GCode a ~ Code a) => proxy a -> DatatypeInfo (Code a) Source #
Term-level datatype info; by default, the term-level datatype info is produced from the type-level info.
type IsProductType a xs = (Generic a, Code a ~ '[xs]) Source #
Constraint that captures that a datatype is a product type, i.e., a type with a single constructor.
It also gives access to the code for the arguments of that constructor.
Since: 0.3.1.0
type IsEnumType a = (Generic a, All ((~) '[]) (Code a)) Source #
Constraint that captures that a datatype is an enumeration type, i.e., none of the constructors have any arguments.
Since: 0.3.1.0
type IsWrappedType a x = (Generic a, Code a ~ '['[x]]) Source #
Constraint that captures that a datatype is a single-constructor, single-field datatype. This always holds for newtype-defined types, but it can also be true for data-defined types.
The constraint also gives access to the type that is wrapped.
Since: 0.3.1.0
type IsNewtype a x = (IsWrappedType a x, Coercible a x) Source #
Constraint that captures that a datatype is a newtype. This makes use of the fact that newtypes are always coercible to the type they wrap, whereas datatypes are not.
Since: 0.3.1.0