Sensible /spl lambda/-theories are equational extensions of the untyped lambda calculus that equate all the unsolvable /spl lambda/-terms and are closed ...
May 26, 2007 · In this paper we give a positive answer to this ques- tion for the semantics of lambda calculus given in terms of graph models. We conjecture ...
A positive answer is given for the semantics of lambda calculus given in terms of graph models that the least sensible graph theory, where "graph theory" ...
Sensible λ-theories are equational extensions of the un- typed lambda calculus that equate all the unsolvable λ- terms and are closed under derivation.
Sensible λ-theories are equational extensions of the untyped lambda calculus that equate all the unsolvable λ-terms and are closed under derivation.
Sensible -theories are equational extensions of the untyped lambda calculus that equate all the unsolvable -terms and are closed under derivation.
Nov 9, 2024 · Sensible λ-theories are equational extensions of the untyped lambda calculus that equate all the unsolvable λ-terms and are closed under ...
May 14, 2024 · We will investigate the semantics of λ-calculus whose models are directly indecom- posable as combinatory algebras (the indecomposable semantics) ...
In this paper we investigate the more general question of whether the equational/order theory of a model of the untyped λ-calculus can be recursively enumerable ...
People also ask
What are models of the lambda calculus?
What was the purpose of inventing the lambda calculus?
What is the lambda calculus explained simply?
What is the Omega term in lambda calculus?
Oct 1, 2008 · A related question is whether, given a class of lambda models, there are a minimal λ-theory and a minimal sensible λ-theory represented by it.