The most stringent pattern of exact-matching algorithms is

graph isomorphism, which requires the mapping of nodes and edges on both graphs to bebijections [21].

Thus, [empty set] is a Neutrosophic

graph isomorphism from Ne(G, I) onto Ne(G', I'), that is, Ne(G, I) [congruent to] Ne(G', I').

The first one provides the results of

graph isomorphism. The second describes the relation between edge conditions of the Farey graph F and the Farey sequences.

Meanwhile, in [25] an algorithm for

graph isomorphism at large scale is shown.

In the structural synthesis process of gear train kinematic chains, correctly identifying

graph isomorphism is an important step which generates new structural types.

(This is expected, as computing

graph isomorphism remains a computationally challenging problem.

A new algorithm efficiently solves the

graph isomorphism problem, computer scientist Laszlo Babai announced November 10 at a Combinatorics and Theoretical Computer Science seminar at the University of Chicago.

By computer search, we find that there is one modular Leech tree for n = 8 and the edge-weighting function is unique, up to group and

graph isomorphism. It is shown in Figure 3.

Graph automorphism (GA),

graph isomorphism (GI), and finding of a canonical labeling (CL) are closely related classical graph problems that have applications in many fields, ranging from mathematical chemistry [1, 2] to computer vision [3].

* Martin Fiirer (Penn State U.): Combinatorial Methods for the

Graph Isomorphism Problem

This example is a particular instance of the

graph isomorphism problem, for which there is no polynomial time algorithm yet, while our algorithm seems to solve the problem.