AbstractA new method for solving domain equations in categories of metric spaces is studied. The categories CMS≈ and KMS≈ are introduced, having complete and compact metric spaces as objects and ɛ-adjoint pairs as arrows. The existence and uniqueness of fixed points for certain endofunctors on these categories is established. The classes of complete and compact metric spaces are considered as pseudo-metric spaces, and it is shown how to solve domain equations in a non-categorical framework
We give a short description of our implementation in Coq supporting the construction of category-the...
A precise meaning is given to general recursive definitions of functionals of arbitrarily high type...
AbstractVarious results appear in the literature for deriving existence and uniqueness of fixed poin...
A new method for solving domain equations in categories of metric spaces is studied. The categories ...
A new method for solving domain equations in categories of metric spaces is studied. The categories ...
textabstractThis paper presents a technique by which solutions to reflexive domain equations can be ...
AbstractThis paper presents a technique by which solutions to reflexive domain equations can be foun...
This paper presents a technique by which solutions to reflexive domain equations can be found in a c...
AbstractThis paper contains a preliminary study of a class of spaces that can be seen as special cas...
AbstractA new method for solving domain equations in categories of metric spaces is studied. The cat...
janr,turi9 Abstract. Canonical solutions of domain equations are shown to be final coal-gebras, not ...
AbstractIt is well known that one can use an adaptation of the inverse-limit construction to solve r...
The purpose of this paper is twofold: First, we show in which way the initial solution of a domain e...
The purpose of this paper is twofold: First, we show in which way the initial solution of a domain e...
The purpose of this paper is twofold: First, we show in which way the initial solution of a domain e...
We give a short description of our implementation in Coq supporting the construction of category-the...
A precise meaning is given to general recursive definitions of functionals of arbitrarily high type...
AbstractVarious results appear in the literature for deriving existence and uniqueness of fixed poin...
A new method for solving domain equations in categories of metric spaces is studied. The categories ...
A new method for solving domain equations in categories of metric spaces is studied. The categories ...
textabstractThis paper presents a technique by which solutions to reflexive domain equations can be ...
AbstractThis paper presents a technique by which solutions to reflexive domain equations can be foun...
This paper presents a technique by which solutions to reflexive domain equations can be found in a c...
AbstractThis paper contains a preliminary study of a class of spaces that can be seen as special cas...
AbstractA new method for solving domain equations in categories of metric spaces is studied. The cat...
janr,turi9 Abstract. Canonical solutions of domain equations are shown to be final coal-gebras, not ...
AbstractIt is well known that one can use an adaptation of the inverse-limit construction to solve r...
The purpose of this paper is twofold: First, we show in which way the initial solution of a domain e...
The purpose of this paper is twofold: First, we show in which way the initial solution of a domain e...
The purpose of this paper is twofold: First, we show in which way the initial solution of a domain e...
We give a short description of our implementation in Coq supporting the construction of category-the...
A precise meaning is given to general recursive definitions of functionals of arbitrarily high type...
AbstractVarious results appear in the literature for deriving existence and uniqueness of fixed poin...