AbstractWe study a probabilistic version of coherence spaces and show that these objects provide a model of linear logic. We build a model of the pure lambda-calculus in this setting and show how to interpret a probabilistic version of the functional language PCF. We give a probabilistic interpretation of the semantics of probabilistic PCF closed terms of ground type. Last we suggest a generalization of this approach, using Banach spaces
We study probabilistic logic under the viewpoint of the coherence principle of de Finetti. In detail...
We define a new games model of Probabilistic PCF (PPCF) by enriching thin concurrent games with symm...
Higher-order probabilistic programming languages allow programmers to write sophisticated models in ...
International audienceWe study a probabilistic version of coherence spaces and show that these objec...
We consider the probabilistic untyped lambda-calculus and prove a stronger form of the adequacy prop...
We present a probabilistic version of PCF, a well-known simply typed universal functional language. ...
In probabilistic coherence spaces, a denotational model of probabilistic functional languages, morph...
ABSTRACT Coherence Spaces were defined by J. Y. Girard in Coherence Spaces are a special subcategor...
In probabilistic coherence spaces, a denotational model of probabilistic functional languages, mor-p...
Probabilistic coherence spaces (PCoh) yield a semantics of higher-order probabilistic computation, i...
We study probabilistic logic under the viewpoint of the coherence principle of de Finetti. In detail...
We study probabilistic logic under the viewpoint of the coherence principle of de Finetti. In detail...
We describe a mathematical structure that can give extensional denotational semantics to higher-orde...
We study probabilistic logic under the viewpoint of the coherence principle of de Finetti. In detail...
We study probabilistic logic under the viewpoint of the coherence principle of de Finetti. In detail...
We study probabilistic logic under the viewpoint of the coherence principle of de Finetti. In detail...
We define a new games model of Probabilistic PCF (PPCF) by enriching thin concurrent games with symm...
Higher-order probabilistic programming languages allow programmers to write sophisticated models in ...
International audienceWe study a probabilistic version of coherence spaces and show that these objec...
We consider the probabilistic untyped lambda-calculus and prove a stronger form of the adequacy prop...
We present a probabilistic version of PCF, a well-known simply typed universal functional language. ...
In probabilistic coherence spaces, a denotational model of probabilistic functional languages, morph...
ABSTRACT Coherence Spaces were defined by J. Y. Girard in Coherence Spaces are a special subcategor...
In probabilistic coherence spaces, a denotational model of probabilistic functional languages, mor-p...
Probabilistic coherence spaces (PCoh) yield a semantics of higher-order probabilistic computation, i...
We study probabilistic logic under the viewpoint of the coherence principle of de Finetti. In detail...
We study probabilistic logic under the viewpoint of the coherence principle of de Finetti. In detail...
We describe a mathematical structure that can give extensional denotational semantics to higher-orde...
We study probabilistic logic under the viewpoint of the coherence principle of de Finetti. In detail...
We study probabilistic logic under the viewpoint of the coherence principle of de Finetti. In detail...
We study probabilistic logic under the viewpoint of the coherence principle of de Finetti. In detail...
We define a new games model of Probabilistic PCF (PPCF) by enriching thin concurrent games with symm...
Higher-order probabilistic programming languages allow programmers to write sophisticated models in ...