We generalise and clarify connections between variants of modularity (preservation of faithfulness) and interpolation by localising them to a diagram in an entailment system. The variants of modularity arise naturally from the idea of building specifications in steps. We establish, by an algebraic approach, connections between these variants and (the existence of) versions of interpolating specifications. We also extend these correspondences to specification and interpolating families, and clarify the role of pushout diagrams in this context.</p
The Interpolation Theorem, first formulated and proved by W. Craig fifty years ago for predicate log...
Abstract. Several extensions of the basic modal language are characterized in terms of interpolation...
AbstractWe present an algebraic extension of standard coalgebraic specification techniques for state...
We generalise and clarify connections between variants of modularity (preservation of faithfulness) ...
In this paper we study interpolation in local extensions of a base theory. Weidentify situations in ...
In this paper we study interpolation in local extensions of a base theory. We identify situations in...
In this paper we study interpolation in local extensions of a base theory. We identify situations in...
The Interpolation Theorem, first formulated and proved by W. Craig fifty years ago for predicate log...
In this paper we study interpolation in local extensions of a base theory. We identify situations i...
The Interpolation Theorem, first formulated and proved fifty years ago for predicate logic, has been...
Interpolation (together with completeness and decidability) has become one of the standard properti...
AbstractThe composition of modular specifications can be modeled, in a category theoretic framework,...
In this paper, we study the conditions under which existence of interpolants (for quantifier-free fo...
. We propose to detect isomorphisms of algebraic modular specifications, by representing specificati...
The Interpolation Theorem, first formulated and proved by W. Craig fifty years ago for predicate log...
The Interpolation Theorem, first formulated and proved by W. Craig fifty years ago for predicate log...
Abstract. Several extensions of the basic modal language are characterized in terms of interpolation...
AbstractWe present an algebraic extension of standard coalgebraic specification techniques for state...
We generalise and clarify connections between variants of modularity (preservation of faithfulness) ...
In this paper we study interpolation in local extensions of a base theory. Weidentify situations in ...
In this paper we study interpolation in local extensions of a base theory. We identify situations in...
In this paper we study interpolation in local extensions of a base theory. We identify situations in...
The Interpolation Theorem, first formulated and proved by W. Craig fifty years ago for predicate log...
In this paper we study interpolation in local extensions of a base theory. We identify situations i...
The Interpolation Theorem, first formulated and proved fifty years ago for predicate logic, has been...
Interpolation (together with completeness and decidability) has become one of the standard properti...
AbstractThe composition of modular specifications can be modeled, in a category theoretic framework,...
In this paper, we study the conditions under which existence of interpolants (for quantifier-free fo...
. We propose to detect isomorphisms of algebraic modular specifications, by representing specificati...
The Interpolation Theorem, first formulated and proved by W. Craig fifty years ago for predicate log...
The Interpolation Theorem, first formulated and proved by W. Craig fifty years ago for predicate log...
Abstract. Several extensions of the basic modal language are characterized in terms of interpolation...
AbstractWe present an algebraic extension of standard coalgebraic specification techniques for state...