Numeric.Limp.Program.Constraint

Documentation

data Constraint z r c where

Different kind of constraints.

These are not all necessary, but I have a hunch that keeping some structure may be helpful in the future.

Constructors:

:==

Equality constraint

:<=

Less than or equal

:<

Strictly less than: this is only allowed for purely integer functions

:>=

Greater than or equal

:>

Strictly greater than: this is only allowed for purely integer functions

Between

Between a b c is equivalent to a :<= b :&& b :<= c

:&&

Conjunction of two constraints

:!

"name" :! constr Annotate a constraint with a name, or other useless information

CTrue

Trivially true constraint

Constructors

(:==) :: Linear z r c k1 -> Linear z r c k2 -> Constraint z r c infix 5

(:<=) :: Linear z r c k1 -> Linear z r c k2 -> Constraint z r c infix 5

(:<) :: Linear z r c KZ -> Linear z r c KZ -> Constraint z r c infix 5

(:>=) :: Linear z r c k1 -> Linear z r c k2 -> Constraint z r c infix 5

(:>) :: Linear z r c KZ -> Linear z r c KZ -> Constraint z r c infix 5

Between :: Linear z r c k1 -> Linear z r c k2 -> Linear z r c k3 -> Constraint z r c

(:&&) :: Constraint z r c -> Constraint z r c -> Constraint z r c infixr 3

(:!) :: String -> Constraint z r c -> Constraint z r c infix 4

CTrue :: Constraint z r c

Instances

(Show z, Show r, Show (Z c), Show (R c)) => Show (Constraint z r c)

Defined in Numeric.Limp.Program.Constraint

Methods

showsPrec :: Int -> Constraint z r c -> ShowS

show :: Constraint z r c -> String

showList :: [Constraint z r c] -> ShowS

Semigroup (Constraint z r c)

Defined in Numeric.Limp.Program.Constraint

Methods

(<>) :: Constraint z r c -> Constraint z r c -> Constraint z r c

sconcat :: NonEmpty (Constraint z r c) -> Constraint z r c

stimes :: Integral b => b -> Constraint z r c -> Constraint z r c

Monoid (Constraint z r c)

Defined in Numeric.Limp.Program.Constraint

Methods

mempty :: Constraint z r c

mappend :: Constraint z r c -> Constraint z r c -> Constraint z r c

mconcat :: [Constraint z r c] -> Constraint z r c