Plutarch Terms

Plutarch Terms are terms in the sense of simply-typed lambda calculus terms. In a lambda calculus, we can construct terms as either "constants" or "lambdas," and terms can either be "open" (having free variables) or "closed" (having no free variables). We compose Plutarch Terms to build up increasingly complex computations. Once all free variables are eliminated from a Term (making it a Closed Term), we can compile it using the eponymous function from the Plutarch module:

-- | Closed term is a type synonym
type ClosedTerm (a :: PType) = forall (s :: S). Term s a

-- | Compile operates on closed terms to produce usable UPLC scripts.
compile :: ClosedTerm a -> Script

Terms are constructed from Haskell values and are tagged with PTypes.

• Plutarch Constant Terms
  • Static building of constant Terms with pconstant
  • Dynamic building of constant Terms with pcon
  • Overloaded literals
  • Helper functions
• Lambdas; Plutarch-level Function Terms.
  • Function Application