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Things I'm working on and thinking about... Gary E. Davis | Gary E. Davis

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Things I'm working on and thinking about... Gary E. Davis | Gary E. Davis | garyedavis.wordpress.com Reviews

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Gary E. Davis

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Sum of largest two eigenvalues of a simple graph.1 | Things I'm working on and thinking about... Gary E. Davis

https://garyedavis.wordpress.com/2008/06/29/sum-of-largest-two-eigenvalues-of-a-simple-graph

Things I’m working on and thinking about… Gary E. Davis. Gary E. Davis. Heavy tails of distributions of words in literary texts. Sum of largest two eigenvalues of a simple graph.2 →. Sum of largest two eigenvalues of a simple graph.1. June 29, 2008. The largest two, necessarily real, eigenvalues of a simple graph. Play a significant role in the energy. Is bounded below by. Is the number of vertices and. The number of edges of. Some knowledge of the second largest eigenvalue. However, the graph. Occasiona...

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Heavy tails of distributions of words in literary texts | Things I'm working on and thinking about... Gary E. Davis

https://garyedavis.wordpress.com/2008/06/19/heavy-tails-of-distributions-of-words-in-literary-texts

Things I’m working on and thinking about… Gary E. Davis. Gary E. Davis. Sum of largest two eigenvalues of a simple graph.1 →. Heavy tails of distributions of words in literary texts. June 19, 2008. My paper with Adam Callahan on the almost power-law behavior of the type-token ratio in literary texts has been submitted for publication and is available here:. Callahan davis heavy tails final. In this paper we look in some detail at the behavior of the average number of new words in the first. Not only, is.

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Sum of largest two eigenvalues of a simple graph.3 | Things I'm working on and thinking about... Gary E. Davis

https://garyedavis.wordpress.com/2008/07/02/sum-of-largest-two-eigenvalues-of-a-simple-graph3

Things I’m working on and thinking about… Gary E. Davis. Gary E. Davis. Adjacency matrices of graphs, binary trees and the Farey tree. Sum of largest two eigenvalues of a simple graph.3. July 2, 2008. July 2, 2008. The following graphs give counter-examples to Gernert’s conjecture. Though the examples do not have a connected complementary graph. Together with Nikiforov’s 2006 paper:. Nikiforov, V. (2006) Linear combinations of graph eigenvalues. It’s beginning to look more likely that for all. Numerical ...

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Adjacency matrices of graphs, binary trees and the Farey tree | Things I'm working on and thinking about... Gary E. Davis

https://garyedavis.wordpress.com/2008/07/02/adjacency-matrices-of-graphs-binary-trees-and-the-farey-tree

Things I’m working on and thinking about… Gary E. Davis. Gary E. Davis. Sum of largest two eigenvalues of a simple graph.2. Sum of largest two eigenvalues of a simple graph.3 →. Adjacency matrices of graphs, binary trees and the Farey tree. July 2, 2008. Viewing graph energy as a function from rational numbers to algebraic integers. Is a symmetric matrix with 0’s on the main diagonal and 0’s or 1’s elsewhere. Is uniquely determined by the upper triangular entries. For a graph with. For example, the graph:.

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Sum of largest two eigenvalues of a simple graph.2 | Things I'm working on and thinking about... Gary E. Davis

https://garyedavis.wordpress.com/2008/06/30/sum-of-largest-two-eigenvalues2

Things I’m working on and thinking about… Gary E. Davis. Gary E. Davis. Sum of largest two eigenvalues of a simple graph.1. Adjacency matrices of graphs, binary trees and the Farey tree →. Sum of largest two eigenvalues of a simple graph.2. June 30, 2008. Below are several other examples of non-isomorphic graphs with 40 vertices, 770 edges, and sum of the two largest eigenvalues 40. None of these has a connected complement. Edges, and adjacency matrix:. The characteristic polynomial is. Apart from the di...

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Things I'm working on and thinking about... Gary E. Davis | Gary E. Davis

Things I’m working on and thinking about… Gary E. Davis. Gary E. Davis. Sum of largest two eigenvalues of a simple graph.3. July 2, 2008. July 2, 2008. The following graphs give counter-examples to Gernert’s conjecture. Though the examples do not have a connected complementary graph. Together with Nikiforov’s 2006 paper:. Nikiforov, V. (2006) Linear combinations of graph eigenvalues. Electronic Journal of Linear Algebra, 15, 329-336. ( nikiforov-sums of graph eigenvalues. There is a graph. Numerical spec...

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