AbstractCurtis and Lowe (S. Curtis, G. Lowe, Proofs with graphs, Sci. Comput. Program. 26 (1996) 197–216) presented a graphical calculus to prove inclusions between relations, leaving completeness of the system as an open question. Here we recast their system, excluding complementation and union, by presenting a low complexity decision algorithm to decide its valid inclusions. Completeness follows as a corollary
Relational reasoning is concerned with relations over an unspecified domain of discourse. Two limita...
Relational reasoning is concerned with relations over an unspecified domain of discourse. Two limita...
This thesis is concerned with verifying the correctness of programs written in GP 2 (for Graph Progr...
AbstractCurtis and Lowe (S. Curtis, G. Lowe, Proofs with graphs, Sci. Comput. Program. 26 (1996) 197...
AbstractIn this paper we study the (positive) graph relational calculus. The basis for this calculus...
Abstract. We present a sound and complete logical system for deriv-ing inclusions between graphs fro...
AbstractIn this paper, we study the (positive) graph relational calculus. The basis for this calculu...
AbstractIn this paper we study the (positive) graph relational calculus. The basis for this calculus...
AbstractIn this paper, we study the (positive) graph relational calculus. The basis for this calculu...
AbstractWe present a graphical calculus, which allows mathematical formulae to be represented and re...
Relational reasoning is concerned with relations over an unspecified domain of discourse. Two limita...
Relational reasoning is concerned with relations over an unspecified domain of discourse. Two limita...
AbstractWe illustrate the use of formal languages and relations in compact formal derivations of som...
Binary relations are such a basic object that they appear in many places in mathematics and computer...
GP 2 is a non-deterministic programming language for computing by graph transformation. One of the d...
Relational reasoning is concerned with relations over an unspecified domain of discourse. Two limita...
Relational reasoning is concerned with relations over an unspecified domain of discourse. Two limita...
This thesis is concerned with verifying the correctness of programs written in GP 2 (for Graph Progr...
AbstractCurtis and Lowe (S. Curtis, G. Lowe, Proofs with graphs, Sci. Comput. Program. 26 (1996) 197...
AbstractIn this paper we study the (positive) graph relational calculus. The basis for this calculus...
Abstract. We present a sound and complete logical system for deriv-ing inclusions between graphs fro...
AbstractIn this paper, we study the (positive) graph relational calculus. The basis for this calculu...
AbstractIn this paper we study the (positive) graph relational calculus. The basis for this calculus...
AbstractIn this paper, we study the (positive) graph relational calculus. The basis for this calculu...
AbstractWe present a graphical calculus, which allows mathematical formulae to be represented and re...
Relational reasoning is concerned with relations over an unspecified domain of discourse. Two limita...
Relational reasoning is concerned with relations over an unspecified domain of discourse. Two limita...
AbstractWe illustrate the use of formal languages and relations in compact formal derivations of som...
Binary relations are such a basic object that they appear in many places in mathematics and computer...
GP 2 is a non-deterministic programming language for computing by graph transformation. One of the d...
Relational reasoning is concerned with relations over an unspecified domain of discourse. Two limita...
Relational reasoning is concerned with relations over an unspecified domain of discourse. Two limita...
This thesis is concerned with verifying the correctness of programs written in GP 2 (for Graph Progr...