AbstractA sketch of the proof is given for an open problem, the range property for H: the range of a closed λ-term in the closed term model modulo β-conversion and equating unsolvable terms is either a singleton or infinite. The proof depends on one unresolved technical conjecture
International audienceI give a proof of the conjecture stated by R.Kerth : Every unsolvable lambda t...
A longstanding open problem in lambda calculus is whether there exist continuous models of the untyp...
Recent work on infinitary versions of the lambda calculus has shown that the infinite lambda calculu...
AbstractA sketch of the proof is given for an open problem, the range property for H: the range of a...
AbstractBöhm (1968) conjectured that the range of a combinator is either a singleton or an infinite ...
Calculi, Types and Applications: Essays in honour of M. Coppo, M. Dezani-Ciancaglini and S. Ronchi D...
International audienceRecently, A. Polonsky has shown that the range property fails for H. We give h...
Contains fulltext : 13260.pdf (publisher's version ) (Open Access
Summary§ 1 is concerned with the term model of the α-calculus. It is proved that Church's δ is not d...
Many familiar models of the untyped lambda calculus are constructed by order theoretic methods. This...
AbstractThe Chebyshev-type theory of restricted range approximation includes existence, alternation,...
AbstractMany familiar models of the untyped lambda calculus are constructed by order-theoretic metho...
We treat a general technique to obtain Church - Rosser extensions of the lambda-beta-calculus, based...
Among the unsolvable terms of the lambda calculus, the mute (or root-active) ones are those having t...
Among the unsolvable terms of the lambda calculus, the mute ones are those having the highest degree...
International audienceI give a proof of the conjecture stated by R.Kerth : Every unsolvable lambda t...
A longstanding open problem in lambda calculus is whether there exist continuous models of the untyp...
Recent work on infinitary versions of the lambda calculus has shown that the infinite lambda calculu...
AbstractA sketch of the proof is given for an open problem, the range property for H: the range of a...
AbstractBöhm (1968) conjectured that the range of a combinator is either a singleton or an infinite ...
Calculi, Types and Applications: Essays in honour of M. Coppo, M. Dezani-Ciancaglini and S. Ronchi D...
International audienceRecently, A. Polonsky has shown that the range property fails for H. We give h...
Contains fulltext : 13260.pdf (publisher's version ) (Open Access
Summary§ 1 is concerned with the term model of the α-calculus. It is proved that Church's δ is not d...
Many familiar models of the untyped lambda calculus are constructed by order theoretic methods. This...
AbstractThe Chebyshev-type theory of restricted range approximation includes existence, alternation,...
AbstractMany familiar models of the untyped lambda calculus are constructed by order-theoretic metho...
We treat a general technique to obtain Church - Rosser extensions of the lambda-beta-calculus, based...
Among the unsolvable terms of the lambda calculus, the mute (or root-active) ones are those having t...
Among the unsolvable terms of the lambda calculus, the mute ones are those having the highest degree...
International audienceI give a proof of the conjecture stated by R.Kerth : Every unsolvable lambda t...
A longstanding open problem in lambda calculus is whether there exist continuous models of the untyp...
Recent work on infinitary versions of the lambda calculus has shown that the infinite lambda calculu...
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