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2007
Key-words: matrix, graph, digraph. The way of relating matrices and graphs or digraphs is well known. Many properties of matrices are re ected in characteristics of their associated graphs (digraphs), and, conversely, to certain types of graphs correspond matrices with peculiar properties.
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Key-words: matrix, graph, digraph. The way of relating matrices and graphs or digraphs is well known. Many properties of matrices are re ected in characteristics of their associated graphs (digraphs), and, conversely, to certain types of graphs correspond matrices with peculiar properties.
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2015
One of the most important applications of Spectral Graph Theory in Chemistry is related with the thin correspondence between the _ electron energy of a molecule and the eigenvalues of the graph which represents the molecule. This correspondence is a sufficient motivation for the study of graph energy.
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One of the most important applications of Spectral Graph Theory in Chemistry is related with the thin correspondence between the _ electron energy of a molecule and the eigenvalues of the graph which represents the molecule. This correspondence is a sufficient motivation for the study of graph energy.
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