Edge-label controlled graph grammars

Graph grammars with node-label controlled rewriting and embedding

Inference of Edge Replacement Graph Grammars

We describe an algorithm and experiments for inference of edge replacement graph grammars. This method generates candidate recursive graph grammar productions based on isomorphic subgraphs which overlap by two nodes. If there is no edge between the two overlapping nodes, the method generates a recursive graph grammar production with a virtual edge. We guide the search for the graph grammar usin...

Representing graph families with edge grammars

An edge grammar is a formal mechanism for representing families of related graphs (binary trees, hypercubes, meshes, etc.). Given an edge grammar, larger graphs in the family are derived from simple basis graphs using edge rewriting rules. A drawback to many graph grammars is that they cannot represent some important, highly regular graph families such as the family of shuffie-exchange graphs. ...

Graph-Controlled Grammars as Language Acceptors

In this paper, we study the concept of accepting grammars within various forms of regulated grammars like programmed grammars, matrix (set) grammars, grammars with regular (set) control, periodically time-variant grammars as variants of grammars controlled by bi-coloured digraphs. We focus on their descriptive capacity. In this way, we continue our studies of accepting grammars 1, 2, 3, 11, 13,...

Inference of Node and Edge Replacement Graph Grammars

In this paper we study the inference of node and edge replacement graph grammars. We search for frequent subgraphs and then check for overlap among the instances of the subgraphs in the input graph. If subgraphs overlap by one node, we propose a node replacement graph grammar production. If subgraphs overlap by two nodes or two nodes and an edge, we propose an edge replacement graph grammar pro...