A problem of isomorphism checking of two elementary conjunctions of predicate formulas is under consideration. Such a problem appears while solving some Artificial Intelligence problems, admitting formalization by means of predicate calculus language. Polynomial equivalence of this problem with the Graph Isomorphism (GI) problem is proved
In this paper we obtain a new polynomial time algorithm for testing isomorphism of graphs. This algo...
AbstractWe relate the graph isomorphism problem to the classical problem of equivalence of integer q...
In order to apply canonical labelling of graphs and isomorphism checking ininteractive theorem prove...
We present a new polynomial-time algorithm for determining whether two given graphs are isomorphic o...
Graph isomorphisms are adjacency and label (equivalence class) preserving one-to-one correspondences...
We deal with a possible improvement of a certain polynomial algorithm for the graph isomorphism prob...
We demonstrate that deciding if two terms containing otherwise uninterpreted associative, commutativ...
AbstractAn open question is the computational complexity of recognizing when two graphs are isomorph...
Due to the character of the original source materials and the nature of batch digitization, quality ...
As a precursor to possible applications of graph isomorphism to simulation, IST examined the current...
This project introduces history and basic notions of the graph theory. It describes graph theory pro...
ABSTRACT. A procedure for determining whether two graphs are isomorphic is described. During the pro...
The Graph Isomorphism (GI) problem asks if two graphs are isomorphic. Algorithms which solve GI have...
AbstractGraph isomorphism problem has always been mathematics and engineering technology community c...
This thesis mainly revolves around the topic of graph isomorphism. A computer program is developed ...
In this paper we obtain a new polynomial time algorithm for testing isomorphism of graphs. This algo...
AbstractWe relate the graph isomorphism problem to the classical problem of equivalence of integer q...
In order to apply canonical labelling of graphs and isomorphism checking ininteractive theorem prove...
We present a new polynomial-time algorithm for determining whether two given graphs are isomorphic o...
Graph isomorphisms are adjacency and label (equivalence class) preserving one-to-one correspondences...
We deal with a possible improvement of a certain polynomial algorithm for the graph isomorphism prob...
We demonstrate that deciding if two terms containing otherwise uninterpreted associative, commutativ...
AbstractAn open question is the computational complexity of recognizing when two graphs are isomorph...
Due to the character of the original source materials and the nature of batch digitization, quality ...
As a precursor to possible applications of graph isomorphism to simulation, IST examined the current...
This project introduces history and basic notions of the graph theory. It describes graph theory pro...
ABSTRACT. A procedure for determining whether two graphs are isomorphic is described. During the pro...
The Graph Isomorphism (GI) problem asks if two graphs are isomorphic. Algorithms which solve GI have...
AbstractGraph isomorphism problem has always been mathematics and engineering technology community c...
This thesis mainly revolves around the topic of graph isomorphism. A computer program is developed ...
In this paper we obtain a new polynomial time algorithm for testing isomorphism of graphs. This algo...
AbstractWe relate the graph isomorphism problem to the classical problem of equivalence of integer q...
In order to apply canonical labelling of graphs and isomorphism checking ininteractive theorem prove...