Research Papers On Graph Theory

Research Papers On Graph Theory-69
It is possible for a review to be peer-reviewed, and it is possible for a review to be non-peer-reviewed.OMICS Group runs more than 700 peer-reviewed journals.Graph theory is a graphical representation of a set of objects which are connected by links and is basically studied in computers science and mathematics.

It is possible for a review to be peer-reviewed, and it is possible for a review to be non-peer-reviewed.OMICS Group runs more than 700 peer-reviewed journals.Graph theory is a graphical representation of a set of objects which are connected by links and is basically studied in computers science and mathematics.

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Graph Theory open access journal from OMICS Group, named as Journal of Applied & Computational Mathematics, provides free information to the researchers & the readers in the area of discrete mathematics.

A journal is a periodical publication intended to further progress of science, usually by reporting new research.

From a formal perspective however, a graph refers to a pair of sets (V, E), where V is a set of vertices and E is a set of edges.

Based on these fundamental concepts underpinning graph theory, this paper seeks to explain the importance and application of the theory’s theoretical concepts in various fields (Biggs 124).

While undirected graphs are not ordered pairs, there edges have no orientation.

Review article comes in the form of systematic reviews and literature reviews and are a form of secondary literature.

Literature reviews, by contrast, provide a summary of what the authors believe are the best and most relevant prior publications.

The concept of "review article" is separate from the concept of peer-reviewed literature.

The historical development of graph theory can traced back to the year 1735, when Leonhard Euler a Swiss Mathematician developed a solution to an old puzzle related to the possibility of establishing a path across every one of the seven bridges that span a forked river flowing past (Biggs 140).

From a conceptual perspective, a graph is formed by vertices and edges linking the vertices.

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