TL;DR
This paper introduces a novel graph splicing system capable of applying to all graph types, expanding the modeling of complex molecular structures beyond linear and circular graphs.
Contribution
It proposes a new graph splicing operation applicable to all graph types, unlike previous models limited to linear or circular graphs.
Findings
Developed a new graph splicing operation.
Studied graph theoretical properties of the splicing.
Generated numerous new graphs from existing ones.
Abstract
The string splicing was introduced by Tom Head which stands as an abstract model for the DNA recombination under the influence of restriction enzymes. The complex chemical process of three dimensional molecules in three dimensional space can be modeled using graphs. The graph splicing systems which were studied so far, can only be applied to a particular type of graphs which could be interpreted as linear or circular graphs. In this paper, we take a different and a novel approach to splice two graphs and introduce a splicing system for graphs that can be applied to all types of graphs. Splicing two graphs can be thought of as a new operation, among the graphs, that generates many new graphs from the given two graphs. Taking a different line of thinking, some of the graph theoretical results of the splicing are studied.
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Taxonomy
TopicsDNA and Biological Computing · Advanced biosensing and bioanalysis techniques · Modular Robots and Swarm Intelligence