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1. product' :: RealFloat a => [Log a] -> Log a

   mcmc	Mcmc.Prior

   Intelligent product that stops when encountering a zero. Use with care because the elements are checked for positiveness, and this can take some time if the list is long and does not contain any zeroes.

2. productProfunctorMaybeFields :: ProductProfunctor p => p (Field SqlBool) (Field SqlBool) -> p a b -> p (MaybeFields a) (MaybeFields b)

   opaleye	Opaleye.Internal.MaybeFields

   This is not safe in general because it relies on p not doing anything observable with the as if mfPresent is false. In particular, it won't work for Distinctspec because it does indeed look at the mfFields to check distinctness.

3. productQueryArr :: State Tag (a, PrimQuery) -> Query a

   opaleye	Opaleye.Internal.QueryArr

   No documentation available.

4. productQueryArr' :: State Tag (a -> (b, PrimQuery)) -> QueryArr a b

   opaleye	Opaleye.Internal.QueryArr

   No documentation available.

5. productDecimalBoundedWithRounding :: forall m f (s :: Nat) r p . (MonadThrow m, Foldable f, KnownNat s, Round r Integer, Integral p, Bounded p) => f (Decimal r s p) -> m (Decimal r s p)

   safe-decimal	Numeric.Decimal

   Multiply all decimal numbers in the list while doing rounding.

   >>> :set -XDataKinds
   
   >>> product [1.1, 20.02, 300.003] :: Double
   6606.666066000001
   
   >>> xs <- arithM (mapM fromRational [1.1, 20.02, 300.003] :: Arith [Decimal RoundHalfUp 4 Int])
   
   >>> xs
   [1.1000,20.0200,300.0030]
   
   >>> productDecimalBoundedWithRounding xs
   6606.6661
   

6. product1 :: (Foldable1 f, Multiplicative r) => f r -> r

   algebra	Numeric.Algebra

   No documentation available.

7. productWith :: (Unital r, Foldable f) => (a -> r) -> f a -> r

   algebra	Numeric.Algebra

   No documentation available.

8. productWith1 :: (Multiplicative r, Foldable1 f) => (a -> r) -> f a -> r

   algebra	Numeric.Algebra

   No documentation available.

9. product1 :: (Foldable1 f, Multiplicative r) => f r -> r

   algebra	Numeric.Algebra.Class

   No documentation available.

10. productWith1 :: (Multiplicative r, Foldable1 f) => (a -> r) -> f a -> r

    algebra	Numeric.Algebra.Class

    No documentation available.

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