STORAGE OPERATORS AND DIRECTED LAMBDA-CALCULUS

Often operators can be constructed by taking the corresponding dynamical variable of classical mechanics, which is expressed in terms of coordinates and momenta, and replacing x by ˆ

Keywords : Storage operator, Head normal form, Head reduction, AF 2 type system, Least fixed point, T T R type system, Arrow type, Without-arrow type, ∀-positive type, ⊥-type, G˝

We consider regular operators defined on a directed vector space, with values in an (o)-complete ordered vector space.. We show that some subsets of a space of regular operators

L’accès aux archives de la revue « Rendiconti del Seminario Matematico della Università di Padova » ( http://rendiconti.math.unipd.it/ ) implique l’accord avec les

Krivine has shown that there is a very simple second order type in AF 2 type system for storage operators using G˝ odel translation of classical to intuitionistic logic.. In order

Krivine has shown that the formula ∀x{N *[x] → ¬¬N[x]} is a specification for stor- age operators for Church integers : where N [x] is the type of integers in second order logic,

Krivine (1990b) has shown that there is a very simple type in the AF 2 type system for storage operators using G˝ odel translation from classical to intuitionistic logic..

Annales de l’lnstitut Henri Poincaré - Analyse non linéaire.. with specific estimates we prove the density theorems for Hamiltonian systems in paragraph 3, and for