Data.Approximate.Mass

Documentation

data Mass a

A quantity with a lower-bound on its probability mass. This represents a 'probable value' as a Monad that you can use to calculate progressively less likely consequences.

NB: These probabilities are all stored in the log domain. This enables us to retain accuracy despite very long multiplication chains. We never add these probabilities so the additional overhead of working in the log domain is never incurred, except on transitioning in and out.

This is most useful for discrete types, such as small Integral instances or a Bounded Enum like Bool.

Also note that (&?) and (|?) are able to use knowledge about the function to get better precision on their results than naively using liftA2 (&&)

Constructors

Mass !(Log Double) a

Instances

Monad Mass

Functor Mass

Applicative Mass

Foldable Mass

Traversable Mass

Serial1 Mass

Comonad Mass

ComonadApply Mass

Hashable1 Mass

Pointed Mass

Copointed Mass

Apply Mass

Bind Mass

Extend Mass

Unbox a => Vector Vector (Mass a)

Unbox a => MVector MVector (Mass a)

Eq a => Eq (Mass a)

Data a => Data (Mass a)

Ord a => Ord (Mass a)

Read a => Read (Mass a)

Show a => Show (Mass a)

Generic (Mass a)

Monoid a => Monoid (Mass a)

Binary a => Binary (Mass a)

Serial a => Serial (Mass a)

Serialize a => Serialize (Mass a)

NFData a => NFData (Mass a)

Hashable a => Hashable (Mass a)

Semigroup a => Semigroup (Mass a)

Serialize a => SafeCopy (Mass a)

Typeable (* -> *) Mass

data MVector s (Mass a) = MV_Mass (MVector s (Log Double, a))

type Rep (Mass a)

data Vector (Mass a) = V_Mass (Vector (Log Double, a))

(|?) :: Mass Bool -> Mass Bool -> Mass Bool infixr 2

Calculate the logical or of two booleans with confidence lower bounds.

(&?) :: Mass Bool -> Mass Bool -> Mass Bool infixr 3

Calculate the logical and of two booleans with confidence lower bounds.

(^?) :: Mass Bool -> Mass Bool -> Mass Bool infixl 6

Calculate the exclusive or of two booleans with confidence lower bounds.