We provide a categorical framework for models of a type theory that has special types for physical quantities. The types are indexed by the physical dimensions that they involve. Fibrations are used to organize this index structure in the models of the type theory. We develop some informa-tive models of this type theory: firstly, a model based on group actions, which captures invariance under scaling, and secondly, a way of constructing new models using relational parametricity
We give an illustration of a construction useful in producing and describing models of Girard and Re...
Giuseppe Longo. Parametric and type-dependent polymorphism. Fundamenta Informaticae, 22(1-2):69--92,...
Reynolds' theory of relational parametricity captures the invariance of polymorphically typed progra...
We provide a categorical framework for models of a type theory that has special types for physical q...
We provide a categorical framework for models of a type theory that has special types for physical q...
We provide a categorical framework for models of a type theory that has special types for physical q...
This paper combines reflexive-graph-category structure for relational parametricity with fibrational...
This thesis revisits the well-known notion of parametric polymorphismin the light of modern developm...
In this work we describe a category of domains, whose objects are in general categories instead of p...
The aim of this paper is to refine and extend proposals by Sozeau and Tabareau and by Voevodsky for ...
SIGLEAvailable from British Library Document Supply Centre- DSC:8723.247(CU-CL-TR--116) / BLDSC - Br...
AbstractWe give an illustration of a construction useful in producing and describing models of Girar...
We develop a categorical model of polymorphic lambda calculi using a notion called parametric limits...
Reynolds’ notion of relational parametricity has been extremely influential and well studied for pol...
This thesis revisits the well-known notion of parametric polymorphism in the light of modern develop...
We give an illustration of a construction useful in producing and describing models of Girard and Re...
Giuseppe Longo. Parametric and type-dependent polymorphism. Fundamenta Informaticae, 22(1-2):69--92,...
Reynolds' theory of relational parametricity captures the invariance of polymorphically typed progra...
We provide a categorical framework for models of a type theory that has special types for physical q...
We provide a categorical framework for models of a type theory that has special types for physical q...
We provide a categorical framework for models of a type theory that has special types for physical q...
This paper combines reflexive-graph-category structure for relational parametricity with fibrational...
This thesis revisits the well-known notion of parametric polymorphismin the light of modern developm...
In this work we describe a category of domains, whose objects are in general categories instead of p...
The aim of this paper is to refine and extend proposals by Sozeau and Tabareau and by Voevodsky for ...
SIGLEAvailable from British Library Document Supply Centre- DSC:8723.247(CU-CL-TR--116) / BLDSC - Br...
AbstractWe give an illustration of a construction useful in producing and describing models of Girar...
We develop a categorical model of polymorphic lambda calculi using a notion called parametric limits...
Reynolds’ notion of relational parametricity has been extremely influential and well studied for pol...
This thesis revisits the well-known notion of parametric polymorphism in the light of modern develop...
We give an illustration of a construction useful in producing and describing models of Girard and Re...
Giuseppe Longo. Parametric and type-dependent polymorphism. Fundamenta Informaticae, 22(1-2):69--92,...
Reynolds' theory of relational parametricity captures the invariance of polymorphically typed progra...